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		<title>Reducing Balance Depreciation Method: Explanation &#038; Calculation</title>
		<link>https://www.new-hair-brush.com/reducing-balance-depreciation-method-explanation/</link>
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		<dc:creator><![CDATA[qimiao]]></dc:creator>
		<pubDate>Mon, 22 Sep 2025 02:04:58 +0000</pubDate>
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		<guid isPermaLink="false">https://www.new-hair-brush.com/reducing-balance-depreciation-method-explanation/</guid>

					<description><![CDATA[Understanding alternate names is useful for accounting research and when reading financial reports from different countries. These two steps are repeatedly used throughout the asset&#8217;s useful life. At the end of its useful life, the net book value of an asset should be approximately equal to the salvage value. We have years of experience in [...]]]></description>
										<content:encoded><![CDATA[<p>Understanding alternate names is useful for accounting research and when reading financial reports from different countries. These two steps are repeatedly used throughout the asset&#8217;s useful life. At the end of its useful life, the net book value of an asset should be approximately equal to the salvage value. We have years of experience in serving UK clients and ensuring HMRC compliance with accounting and taxes. Our team of experienced and qualified CPAs, CAs, and accountants is well-versed in UK accounting and tax laws.</p>
<p>Depreciation is the measure of how much the value of an asset decreases over a specific period. It is an essential consideration for businesses as it directly impacts their financial statements. In the world of finance and business, understanding the concept of depreciation is crucial.</p>
<h2>© 2013-2026 Meru Accounting. All Rights Reserved.</h2>
<ul>
<li>We’ll discuss some of the factors to consider when choosing a depreciation method helping you to optimise depreciation for better cash performance.</li>
<li>Most cloud accounting platforms (like Netsuite, Xero, QuickBooks &#8211; all Upflow integrations) automate this process, making it manageable for finance teams of all sizes.</li>
<li>Using this method if you have the ability to pay larger amounts as part payment, you will reduce you interest paid.</li>
<li>Divide 100% by the number of years the asset will be used.</li>
<li>Businesses use this method to better match depreciation expenses with the asset&#8217;s actual usage and declining value over time.</li>
<li>Let us assume you take a Rs. 1,00,000 loan at 10% interest rate.</li>
<li>You also can work with different financial methods to help keep costs down.</li>
</ul>
<p>This approach can have significant implications for financial reporting and tax calculations, making it an essential tool for businesses to understand and apply correctly. This results in higher depreciation charges in the initial years and lower charges as the asset ages. Second, we need to identify the salvage’s value of assets. Does this depreciation method allow by IFRS?</p>
<h2>What is Reducing Balance Depreciation?</h2>
<p>The last year’s depreciation is normally different from the NBV of the year before last year with scrap value. Well, under IAS 16, there are three methods were mentioned. We will discuss the detail of this method in this article. This is the main principle of this depreciation. These terms are used interchangeably in accounting literature and practices. This process repeats annually, causing the depreciation amount to decrease as the book value declines.</p>
<p>This continues until the loan is fully repaid.This method benefits borrowers as they pay lower total interest over time compared to a flat-rate method. Choosing the right method of depreciation to allocate the cost of an asset is an important decision that a company&#8217;s management has to undertake. Also, for Year 5, depreciation expense will be $0 as the assets are already fully depreciated. It is an ideal depreciation method for assets that quickly lose value or are subject to technological obsolescence. This method provides a more accurate reflection of an asset’s actual usage and wear and tear. This rate is then applied to the asset’s remaining book value each year to determine depreciation.</p>
<h2>How Does DDB Differ From Declining Depreciation?</h2>
<p>Without accounting for depreciation, businesses would overstate the value of their assets and understate their expenses, potentially leading to misleading financial statements and poor decision-making. The reducing balance method is typically used when an asset loses value more quickly in its early years. Under US accounting standards set by the Financial Accounting Standards Board (FASB), and for tax purposes using MACRS, this method aligns depreciation expense with actual asset usage. If its economic benefits are consumed more quickly in the early years, the reducing balance method may be more appropriate.</p>
<p>It reflects the reality that many assets are more productive when new and experience higher maintenance costs as they age. This method is particularly useful for assets that lose value quickly in their early years, such as vehicles or technology equipment. Essentially, depreciation spreads the cost of an asset over the period it is used, rather than expensing the entire cost in the year of purchase. Depreciation is an accounting concept that represents the gradual reduction in the value of a tangible asset over its useful life. The method is particularly useful for assets that experience rapid technological obsolescence or have higher productivity in their early years. This method recognises that many assets, such as vehicles or machinery, lose value more rapidly in their early years of use.</p>
<p>This formula helps determine a fixed monthly repayment. Divide 100% by the number of years the asset will be used. Check your loan offers from Bajaj Finserv to explore how <a href="https://accountingcoaching.online/depreciation/" target="_blank" rel="noopener">reducing balance method</a> much you can save. Each repayment lowers the principal, and interest for the next day is based on that new, smaller balance.</p>
<ul>
<li>“The best accounting software on the market”</li>
<li>Reducing balance depreciation is a method of calculating depreciation whereby an asset is expensed at a set percentage.</li>
<li>In loan repayments, the reducing balance method calculates interest only on the outstanding principal, not the initial amount.</li>
<li>By accurately calculating and recording depreciation, businesses can make informed decisions and have a clearer understanding of their overall expenses.</li>
<li>Determining an appropriate residual value and depreciation rate requires careful consideration to ensure they accurately reflect the asset’s characteristics and market trends.</li>
<li>Though straight-line is easier, the difference matters for precise financial statements.</li>
</ul>
<p>For loans, interest applies to the unpaid amount, not the original sum. Check your eligibility for a home loan from Bajaj Finserv and get personalised loan offers tailored to your repayment capacity. Apply for Bajaj Housing Finance Home Loan today and benefit from reduced interest costs, manageable EMIs, and speedy disbursal. Check your loan offers from Bajaj Finserv to know your eligible loan amount and EMI. While manual calculations help you understand the EMI structure, getting pre-approved for your home loan can simplify your property purchase journey. Using this formula, the EMI for the above example can be calculated</p>
<h2>Understanding scenario analysis</h2>
<p>After that, multiply the depreciable value with the depreciation rate. To calculate the first-year depreciation, we just need to deduct the salvage value from the value of the book of the asset. We need this to calculate the depreciable value of assets. The declining balance formula is quite easy to use and remember if you really understand the principle of it. They are the straight-line method, the diminishing balance method, and the units of production method.</p>
<p>Under the straight-line depreciation method, the company would deduct $2,700 per year for 10 years–that is, $30,000 minus $3,000, divided by 10. Thus, when a company purchases an expensive asset that will be used for many years, it does not deduct the entire purchase price as a business expense in the year of purchase but instead deducts the price over several years. She thanked our rep for deducing this and helping educate her unless which she would have taken a high cost loan. Our customer service representative was surprised as personal loans are not given at such a low rate for her profile. She told us that the agent was getting her a personal loan for an interest rate of 12%.</p>
<p>We’ll discuss some of the factors to consider when choosing a depreciation method helping you to optimise depreciation for better cash performance. Once the figures are calculated, they can be used to enter the depreciation into the accounts. You do not need to know the equation, as our template will calculate depreciation for you. Xero accounting Software offers an efficient solution for calculating depreciation.</p>
<p>Our rep instantly asked Neelam to not sign any documents for the loan without figuring out the EMI first. But she soon realized that Neelam was being given a flat rate. She had been recommended to an agent with whom she wanted to get her loan processed. <a href="https://gagan.tokyo/real-estate-programs-collegiate-real-estate/" target="_blank" rel="noopener">https://gagan.tokyo/real-estate-programs-collegiate-real-estate/</a> Neelam is a customer from Kolkata who was in need of a personal loan to meet some home related requirements. This was proven again in a case we recently handled where a customer got good advice and clarity on financial workings. The general attitude is that loan agents just want to push through your loan without consideration to your well-being.</p>
<p>In other words, the depreciation expenses are subsequently decreased until the value is zero or reaches the residual values. Because depreciation is a non-cash expense, this <a href="https://mundoabuelos.cl/differential-cost-differential-cost-the-driving/" target="_blank" rel="noopener">https://mundoabuelos.cl/differential-cost-differential-cost-the-driving/</a> front-loading effect can also lower taxable income initially, potentially delaying tax payments. For long-term assets with consistent value, like buildings or furniture, the straight line method may be more suitable.</p>
<p>If you have a lot of assets, it can save time and ensure all calculations are done correctly. The journal will Debit depreciation expense in the profit and loss and credit accumulated depreciation in the balance sheet. This ensures accuracy and consistency in recording depreciation expenses. To choose the right approach, consider the asset’s usage pattern. Nonetheless, the straight-line method is much easier to calculate, and might therefore be a more suitable option for <a href="https://ppl.vn/cake-decorator-job-description-updated-for-2026/" target="_blank" rel="noopener">https://ppl.vn/cake-decorator-job-description-updated-for-2026/</a> freelancers or small business owners who manage their own finances. There are several different ways of calculating depreciation, and one of the most commonly used depreciation methods is straight-line depreciation.</p>
<p>Angela is certified in Xero, QuickBooks, and FreeAgent accounting  software. Angela Boxwell, MAAT, is an accounting and finance expert with over 30 years of experience. This Excel template only works if there is a residual value at the end of life up to a maximum period of 10 years. We have set up a simple spreadsheet that uses the formula to calculate your figures.</p>
<p>A company has brought a car that values INR 500,000 and the useful life of the car as expected by the buyers is ten years. Customs duties, and set up costs. Hence, the amount of depreciation becomes higher at the beginning and gradually becomes slower in the subsequent period, while the charges of repairs and maintenance increase. Meru Accounting is one of the leading outsourced bookkeeping and accounting service providers for clients across the globe. It works differently from allowing 100% to 6% of the cost every year.</p>
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		<title>Best Accounting Software for Startups in 2025</title>
		<link>https://www.new-hair-brush.com/best-accounting-software-for-startups-in-2025-66/</link>
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		<dc:creator><![CDATA[qimiao]]></dc:creator>
		<pubDate>Thu, 03 Jul 2025 17:05:27 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[On top of that, it supports growing ventures with temporary CFO services when they need strategic financial leadership. Selecting the right accounting software is a foundational decision for startups. It influences operational efficiency, financial accuracy, regulatory compliance, and strategic insights. The firm delivers detailed startup accounting services with structured bookkeeping processes, financial planning, tax strategy, [...]]]></description>
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" width="258px" alt="trusted accounting automation for startups 2025" /></p>
<p><p>On top of that, it supports growing ventures with temporary CFO services when they need strategic financial leadership. Selecting the right accounting software is a foundational decision for startups. It influences operational efficiency, financial accuracy, regulatory compliance, and strategic insights.</p>
</p>
<ul>
<li>The firm delivers detailed startup accounting services with structured bookkeeping processes, financial planning, tax strategy, and investor reporting.</li>
<li>This ensures accurate billing, improves cash flow by invoicing promptly, and helps in better resource management for future projects.</li>
<li>A good integration is also essential for start-ups aiming to achieve a solution for accounting digital transformation, as it creates a connected and efficient workflow.</li>
<li>This is crucial for making sound business decisions and for staying on the right side of regulations.</li>
<li>This Austin-based food truck chain also cut monthly bookkeeping costs by 40% after adopting FreshBooks.</li>
</ul>
<p><h2>Key Features of AI Automation for USA Businesses</h2>
</p>
<p><p>How much money will you save by reducing errors and freeing up your team’s time for more <a href="https://dimensionzen.com/streamline-your-finances-with-expert-accounting-services-for-startups/" target="_blank" rel="noopener">https://dimensionzen.com/streamline-your-finances-with-expert-accounting-services-for-startups/</a> strategic work? Many tools are designed to be affordable and offer different pricing structures, from monthly subscriptions to  usage-based models. Find a plan that aligns with your current budget but also has the flexibility to support you as you grow. Budgeting, modeling, burn rate, cash out dates, and other critical information are an essential part of running your startup.</p>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="250px" alt="trusted accounting automation for startups 2025" /></p>
<p><h2>Top 10 Best Accounting Software for Startups in 2025</h2>
</p>
<p><p>Your accountant should function as a partner, who supports the success of your startup and helps your company achieve its goals. For more information about the value of accounting services for your startup, contact us. We are thought leaders in bringing the best in new technologies to our clients. As CPAs, we have a deep knowledge of the unique needs of startup companies and we understand the latest AI and accounting automation tools. Our professional accounting team works extensively with AI-enhanced financial platforms like Brex, and Ramp.</p>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="254px" alt="trusted accounting automation for startups 2025" /></p>
<p><h2>Alternatives to accounting software</h2>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="257px" alt="trusted accounting automation for startups 2025" /></p>
<p><p>Management drug their heels at first, but after just a few weeks, the impact was clear. This is atypical, but paints a clear picture – I also feel like I gave that poor bookkeeper her sanity back that month. I discovered Puzzle.io relatively recently, and to be honest, I didn’t expect much.</p>
</p>
<div style='text-align:center'></div>
</p>
<p><h2>Automated Payment Processing</h2>
</p>
<p><p>PSG supports a variety of sectors, including Healthcare &amp; Tech, SaaS, Consumer Brands, and Professional Services. Their services help startups scale while maintaining precise financial oversight. At the center of this release is Sage Copilot, an AI tool that automates complex financial processes using natural language commands. Paired with the Intelligent General Ledger, it simplifies tasks like multi-entity consolidations and currency conversions, making international expansion more manageable.</p>
</p>
<div style='text-align:center'></div>
</p>
<p><p>Many users note that automation software helps by centralizing workflows, which makes it simpler for teams to share information, track progress, and stay on the same page. This kind of seamless teamwork is a game-changer for busy finance departments. <a href="https://dimensionzen.com/streamline-your-finances-with-expert-accounting-services-for-startups/" target="_blank" rel="noopener">accounting for startups</a> FreshBooks is an automation platform designed to simplify bookkeeping for service-based startups.</p>
</p>
<ul>
<li>This makes it a go-to for mid-sized and large enterprises that need an all-in-one solution.</li>
<li>The company also offers R&amp;D tax credit services at 20% of the total credit received.</li>
<li>Sage offers a range of accounting products, with Sage Business Cloud being particularly well-suited for small startups.</li>
<li>Its accounting automation features are advanced, designed to handle complex operations and provide a holistic view of the business.</li>
<li>These firms provide detailed startup accounting services and specialized CPAs to match your specific needs.</li>
<li>AI analyzes your financial data, forecasting cash flow or spotting cost overruns.</li>
</ul>
<p><h2>SaaS-Specific Tools</h2>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="257px" alt="trusted accounting automation for startups 2025" /></p>
<p><p>Beyond simple accounting, they offer customized support with dedicated experts who know your business&#8217;s specific needs. This targeted focus helps them  understand the startup ecosystem and direct high-growth businesses through challenges in investor relations, tax strategies, and financial forecasting. Their clients are twice as likely to be acquired as the average startup.</p></p>
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		<title>What is the accrual basis of accounting?</title>
		<link>https://www.new-hair-brush.com/what-is-the-accrual-basis-of-accounting/</link>
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		<dc:creator><![CDATA[qimiao]]></dc:creator>
		<pubDate>Thu, 20 Mar 2025 11:13:03 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.new-hair-brush.com/what-is-the-accrual-basis-of-accounting/</guid>

					<description><![CDATA[While employees begin earning sick leave immediately, they typically can’t use it until they’ve been with a company for 90 days. For small businesses or sole proprietorships, cash accounting can offer several advantages, including simplicity and flexibility to control the timing of income and deductions for tax purposes. This method of accounting is based on [...]]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2019/11/Screenshot_10.jpg" width="251px" alt="using the accrual method indeed" /></p>
<p>While employees begin earning sick leave immediately, they typically can’t use it until they’ve been with a company for 90 days. For small businesses or sole proprietorships, cash accounting can offer several advantages, including simplicity and flexibility to control the timing of income and deductions for tax purposes. This method of accounting is based on the accrual principle, which states that revenues and expenses should be recognized <a href="https://www.caccavofoodmanagement.it/2021/09/09/7-key-benefits-of-accounting-automation-for-your/" target="_blank" rel="noopener">https://www.caccavofoodmanagement.it/2021/09/09/7-key-benefits-of-accounting-automation-for-your/</a> when they are earned or incurred, regardless of when cash is received or paid.</p>
<h2>Inspiration for Employers: Tips To Bolster Your Leadership During a Challenging Time</h2>
<ul>
<li>It also helps you plan your budget and see if you met your goals for the year, even if the payment comes later.</li>
<li>Accrual basis accounting recognizes revenue when the service is provided for the customer even though cash isn’t yet in the bank yet.</li>
<li>If you&#8217;re looking for a loan or trying to attract investors, accrual accounting gives them the full picture.</li>
<li>Income sources that haven’t submitted payment yet are known as accrued revenues.</li>
<li>The Family and Medical Leave Act (FMLA) offers workers up to 12 weeks of leave to address certain medical situations, such as the birth of a child or to care for a family member with a serious health concern.</li>
<li>Accrual basis offers a more strategic view, and is helpful for businesses that are seeking financing, managing inventory, or planning growth.</li>
</ul>
<p>With cash accounting, a business will track incoming and outgoing money by looking at cash-in-hand, as soon as the transaction takes place. This means a purchase will only be recorded once the invoice is paid in full, while expenses are only noted once they’ve been paid and the money leaves the bank. Most businesses are required to use the accrual basis for tax reporting. The Internal Revenue Service (IRS) 2Department of the Treasury Internal Revenue Service. Notes that if you use the accrual method, you generally report income in the tax year you earn it and deduct expenses in the tax year you incur them, regardless of when payments are received and made. Accrual accounting makes it easy to get an accurate picture of  your company’s financial health, as you can not only see the money you’ve earned but get the full picture of accrued liabilities and revenue.</p>
<h2>Accrued revenue</h2>
<p>This is particularly important for small businesses and sole proprietorships, which may have limited resources for financial reporting. This law covers care for the employee and their family members for medical diagnosis, treatment and preventive care and other services. Employees <a href="https://www.bookstime.com/blog/how-to-choose-an-accounting-method-for-your-business" target="_blank" rel="noopener">using the accrual method indeed</a> in New Jersey may also use sick time for children’s school-related functions and workplace closures related to public emergencies. Sick leave laws can be complex and require a thorough understanding to maintain compliance. If your business operates in any of these areas, consider researching further to determine how to craft your sick leave policy.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/08/de60370ebb.jpg" width="253px" alt="using the accrual method indeed" /></p>
<h2>Recording prepaid expenses</h2>
<p>These must be filed before the last day of the requested year of change. Whichever method you choose, it can either be e-filed with the rest of your tax return or physically mailed to the IRS with your tax return. Goodwill is an intangible asset that represents the value of a business beyond its tangible assets, such as its buildings and equipment. They use a specialized system that essentially waits in the IRS phone queue for you. When they finally reach a human representative, they call you immediately and connect you directly to that person. With Claimyr, you just go about your day normally and your phone rings when there&#8217;s actually someone ready to talk.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/04/shutterstock_55178872-300x200.png" width="254px" alt="using the accrual method indeed" /></p>
<h2>Industry specific applications of accrual accounting</h2>
<p>Taxpayers are typically required by the appropriate taxation authority to consistently use the method of accounting that accurately captures the entity’s true income. Consistency is essential since the swapping of accounting methods can potentially create loopholes that a company can use to manipulate its revenue and reduce tax burdens. In general, cash accounting is allowed for sole proprietorships and small businesses, whereas large businesses will typically use accrual accounting when preparing its tax returns.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_13-300x179.png" width="259px" alt="using the accrual method indeed" /></p>
<h2>Every business needs accurate, well-maintained financial records.</h2>
<div style='text-align:center'></div>
<p>Depending on the size and complexity of your company, you may need to hire a professional accountant. We will now look at some of the key components that make up accrual accounting. The accrual method of accountancy becomes an essential tool for planning and forecasting and the earlier its adopted, the better picture a business has.</p>
<h2>Comparing the Accrual and Cash Basis Methods</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/05/shutterstock_365425280-400x300.jpg" width="252px" alt="using the accrual method indeed" /></p>
<p>Accrual accounting helps your business keep track of when financial transactions actually happen. If your company only records money when it comes in or goes out, you miss key details about when you earned money or had expenses. This article is intended for accounting professionals, business owners, and students who want to learn more about the principles and practices of accrual basis accounting.</p>
<ul>
<li>Accrual accounting is not simple and requires thorough record keeping, with close attention to detail.</li>
<li>However, if an inventory is necessary to account for your income or your company’s income is over $26 million, the IRS will require you to use the accrual method.</li>
<li>Accrued expenses are adjusted in accounting by making a journal entry to record the expense and the corresponding liability.</li>
<li>Exiting employees can offer you valuable insight into your organization’s weaknesses and help you identify opportunities to improve retention.</li>
<li>Accrued liabilities are recorded as a liability on the balance sheet and are recognized as an expense on the income statement.</li>
<li>It is essentially a one-time adjustment to taxable income to account for the difference between the cash method and the accrual method on the date of the change.</li>
</ul>
<h2>What Is Skills-First Hiring? An Introduction for Employers</h2>
<p>For businesses with large contracts, multiple revenue streams, or seasonal fluctuations, these advantages can be game-changing. Businesses prefer the accrual method for a differing set of operational, financial, and strategic reasons. Before filing your Form 3115, always check the IRS website for any updates regarding their requirements and general filing process. Potential changes to look for include revenue procedures, notices or regulations. Exiting employees can offer you valuable insight into your organization’s weaknesses and help you identify opportunities to improve retention.</p>
<p>By recognizing revenue or expenses in the period in which they occur, rather than when payment is received or made, accruals can impact a company’s net income in a given period. This can have a significant impact on a company’s financial position and overall financial health. Under the Fair Wages and Healthy Families Act, all Arizona employers must typically provide <a href="https://www.businessnewsdaily.com/16205-gross-vs-net-revenue.html" target="_blank" rel="noopener">gross vs net</a> sick leave pay for employees. Employees in Arizona accrue one hour of paid sick leave per 30 hours of work, but those who work at a business with fewer than 15 employees&nbsp;can’t use over 24 hours of paid sick leave per year. In larger businesses, employees can’t&nbsp;use over 40 hours of sick leave pay per year.</p>
<p>If companies incurred expenses (i.e., received goods/services) but didn’t pay for them with cash yet, then the expenses need to be accrued. With FreshBooks, you can send professional invoices, calculate expenses, accept payments online, and more using industry-standard double-entry accounting. Try Freshbooks free today and see how easy it is to manage your bookkeeping and monitor your financial health from anywhere, on all your devices. It wouldn’t be apparent that you owed $3,000 for lumber until the bill was paid. You may also use this method for revenue and expenses received or paid before providing  or receiving the service (deferral).</p>
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		<title>What is Net Income? Definition, Calculation &#038; Examples CFI</title>
		<link>https://www.new-hair-brush.com/what-is-net-income-definition-calculation-examples-2/</link>
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		<dc:creator><![CDATA[qimiao]]></dc:creator>
		<pubDate>Tue, 14 Jan 2025 11:29:55 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.new-hair-brush.com/what-is-net-income-definition-calculation-examples-2/</guid>

					<description><![CDATA[In this analysis, experts analyze income statements and monitor the financial health of a business to finally calculate a company’s profit. However, after accounting for operating expenses, interest, and Corporate taxes, the net income is SAR 220,000, which is a more accurate reflection of the company&#8217;s profitability. Net income is the ultimate measure of a [...]]]></description>
										<content:encoded><![CDATA[<p>In this analysis, experts analyze income statements and monitor the financial health of a business to finally calculate a company’s profit. However, after accounting for operating expenses, interest, and Corporate taxes, the net income is SAR 220,000, which is a more accurate reflection of the company&#8217;s profitability. Net income is the ultimate measure of a business’s profitability., reflecting the total money a company earns after accounting for all its expenses, Corporate tax, and finance charges. It reflects the profitability of the business after accounting for all costs, including operating expenses, interest, taxes, and depreciation. Net income is the total amount of money that remains after deducting all expenses and taxes from a company’s or individual’s revenue, representing the actual profit earned by them.</p>
<h2>Components of Net Income Calculation</h2>
<p>Then, you are going to subtract that number from your overall revenue. But, the good news is that calculating net income is incredibly simple to do. You just need to have the right information and use the proper formula. Figuring out your net income doesn’t have to be a challenge.</p>
<h2>Net Income: Understanding the Formula and Its Role in Accounting</h2>
<p>In short, net income shows how much profit a business actually keeps after paying all of its bills. Mercury offers free income statement templates for consultants and agencies, SaaS companies, and ecommerce brands. This version of the net income formula shows how net income incorporates all costs.</p>
<p>The gross profit generated by a business only subtracts the cost of goods sold from net sales; it does not include the effects of administrative expenses and income taxes. An income statement summarizes a company’s revenues and expenses for a specific period, typically quarterly or annually. Operating income is the profit a company generates from its core operations before accounting for other expenses, such as taxes and interest. In some cases, gross income may seem like a large figure, but it can often be misleading, as it does not take into account necessary expenses such as taxes and healthcare costs.</p>
<h2>A Step-by-Step Guide to Calculating Net Income</h2>
<p>First, you <a href="https://www.simple-accounting.org/bookkeeping-training-programs/" target="_blank" rel="noopener">bookkeeping training programs</a> want to find your business’s gross income. Gross income is how much money your business has after deducting the cost of goods sold from total revenue. You must know whether your company is profiting after deducting business expenses.</p>
<h2>What Are Financial Ratios?</h2>
<p>Expenses like depreciation and amortization aren’t cash expenses. Profits can be reinvested into the business through retained earnings, supporting everything from R&amp;D to hiring. Once profitability stabilizes, those unpaid dividends need to be addressed before equity shareholders receive payouts. Net income is a high-level view of financial health—especially important for public companies.</p>
<p>When certain expenses are left out, your business might look more profitable than it actually is. It acts as a guide for profitability, growth potential, and big-picture business decisions. Net income is often used in business valuations, especially for calculations like price-to-earnings (P/E) ratios. Plus, a healthy net income is a good sign to investors, showing that your business has a stable financial position and strong returns. This gives you the full picture of your profitability, showing exactly how much you’re making after all expenses are covered.</p>
<p>Get ready to make smarter financial decisions for your business. It’s the ultimate scorecard for your business’s financial health, which you can use to make informed decisions, prove your value to investors, and help you plan for growth. Spend less time wondering how your business is doing and more time making decisions based on crystal-clear financial insights. At Bench, we do your bookkeeping and generate monthly financial statements for you. Income statements—and other financial statements—are built from your monthly books. Calculating net income and operating net income is easy if you have good bookkeeping.</p>
<p>Accurately categorizing these expenses ensures a reliable net income figure. The net income formula from the balance sheet relies on accurate expense reporting. Understanding how to find this figure provides insight into the financial health of your business. We’ll also highlight how professional accounting services, bookkeeping services, and tax services can simplify the process. Net income for service businesses depends on efficient labor use and client billing. These businesses generate revenue from consulting, professional services, creative work, and recurring service contracts.</p>
<ul>
<li>It’s the reward for all the hard work, innovation, and strategic decision-making that goes into running a business.</li>
<li>Keeping an eye on net income is especially important if your business is in expansion mode or if you’re looking to attract investors.</li>
<li>Net income on a balance sheet is presented under the equity section, specifically as a component of retained earnings.</li>
<li>Large operating costs, high debt payments, or expensive overhead can reduce net income significantly.</li>
<li>However, managing your finances involves more than just understanding net income—it requires comprehensive financial planning and analysis.</li>
<li>Comparing a company&#8217;s Net Income over different periods reveals invaluable insights into its financial performance trends.</li>
</ul>
<p>You have successfully calculated your net income for the year ending December 31st, 2024. For example, let’s say you paid $20,000 in interest on your business loans and had a tax liability of $25,000. Now, you have to subtract any loan interest payments and taxes due for the period from the EBIT. For example, if it costs you $200,000 in inventory purchases and other direct expenses, such as freight and materials used to produce goods sold in 2024.</p>
<p>Revenue (sales) – This is the total amount that a company earns from selling goods and services. However, these two terms are different and serve different purposes in a business’s financial performance. All expenses, such as office supplies, cost of goods sold, and utilities, are deducted to determine this profit. Suppose a company named Appex Solutions generates $100,000 in revenue. This allows them to deduct up to 20% of their business income. Business owners can claim the Section 199A deduction to claim the qualified business income deduction.</p>
<p>It includes all sales revenue and other income streams. With us, you can focus on growing your business while we handle the complexities of financial management. CoCountant offers tailored financial services to help you maintain a clear and accurate picture of your business finances. However, managing your finances involves more than just understanding net income—it requires comprehensive financial planning and analysis. So, Olivia’s operating income for the last quarter of 2023 is $28,000.</p>
<p>Also, Net Income deducts many non-cash expenses such as Depreciation, as they represent a company’s spending on long-term assets (factories, equipment, etc.) from previous periods “spread out” over many years. Therefore, for better analysis, we do need detailed information, not just only financial data, but also financial information like management integrity, nature of each item in the income statements, and reasons for going up and down for a specific period of time. The net income is significantly affected by accounting policies, frameworks, and accounting principles used to prepare its financial statements. That is why it’s important to read the financial statement footnotes and understand what measurements were used and how to find net income in the financial statements. Since corporations pay taxes on their profits, it would make sense that management would try to minimize profits on a tax basis to reduce the taxable income.</p>
<ul>
<li>It&#8217;s not just about the numbers on the financial statements; it&#8217;s about what those numbers reveal about your company&#8217;s financial health and operational effectiveness.</li>
<li>The operating cash flow ratio is another liquidity ratio that calculates the number of times a company can pay off its current liabilities with the cash generated in a given period.</li>
<li>Calculating net income and operating net income is easy if you have good bookkeeping.</li>
<li>Your business’s gross income is the revenue you have after subtracting your cost of goods sold (COGS).</li>
<li>If you need reliable accounting, bookkeeping, or tax services, let Profitjets simplify the process.</li>
<li>Equal Profit before interest and tax $XXX</li>
</ul>
<p>On one hand, management wants to show less profit to reduce taxes. If the company makes money, it is considered income or profits. Since Aaron’s revenues exceed his expenses, he will show $132,500 profit. Aaron would compute his annual net income by subtracting total expenses ($67,500) from total income. Here is a list of his income statement items for the year.</p>
<h2>Why Net Income Is a Valuable Measurement of Financial Health?</h2>
<p>For service-based businesses or freelancers, your expenses may simply start with operating costs. Just enter your revenue, expenses, and a few important details, and the platform generates accurate financial statements and forecasts automatically. Learn about operating cash flow, how to calculate it, and why it matters for your business.</p>
<p>Net Income, or &#8220;bottom line,&#8221; is the profit that remains after you&#8217;ve covered all your operating costs, interest payments, and taxes. Net income accounts for revenues and expenses (including non-cash items like depreciation), while cash flow tracks actual money moving in and out of the business. Net income shows the company’s actual profitability. Net income is a key metric that provides a snapshot of a company&#8217;s profitability after all expenses are accounted for. As your business grows, regularly reviewing net income alongside gross and operating income can offer valuable insights into cost control, pricing strategies, and overall financial resilience.</p>
<p>The latter starts with net income and then adjusts for non-cash items and changes in working capital. These variations make it harder to compare net income across companies without digging into their accounting practices. Meanwhile, another business may use more conservative methods to present a stronger profit to potential investors. Net income can also be influenced by the assumptions used in financial reporting. While they play a valuable role in accounting, they often skew the net income figure.</p>
<p>Your income statement, balance sheet, and visual reports provide the data you need to grow your business. Business owners need to create an income statement, which is one of the three main financial statements. In that case, you likely already have a profit and loss statement or income statement that shows your net income. This gives them a better idea of how profitable the company’s core business activities are.</p>
<p>There are actually two formulas and methods to calculate net income. Learn what gross and net profits are, their benefits, and how to calculate them. Learn what they are, who uses them, and how to prepare an income statement.</p>
<p>Ratio analysis helps financial analysts identify a company’s strengths and weaknesses, track performance trends, and make comparisons with competitors or industry benchmarks. This comparison lets you evaluate whether the company’s operating margin is high, low, or in the typical range for its peer group or industry. The final step is to compare the company’s 15% operating margin to a peer group of competitors or the industry benchmark. Suppose you need to calculate the operating margin ratio of a business that you’re analyzing. Efficiency ratios focus on a company’s ability to quickly convert resources like inventory, receivables, and assets into sales or cash. They help assess a company’s long-term financial stability and its ability to meet obligations to lenders and creditors.</p>
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		<title>Annual Income Calculator &#038; Guide: How to Calculate Your Yearly Earnings</title>
		<link>https://www.new-hair-brush.com/annual-income-calculator-guide-how-to-calculate-2/</link>
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		<dc:creator><![CDATA[qimiao]]></dc:creator>
		<pubDate>Tue, 10 Dec 2024 08:41:27 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.new-hair-brush.com/annual-income-calculator-guide-how-to-calculate-2/</guid>

					<description><![CDATA[Starting off with the hourly rate, the annualization factor equals the number of hours worked per week multiplied by the weeks worked in a year. The pay rate refers to the periodic amount of income earned in a specific time frame. Of course, there is quite a bit of room for the actual figures to [...]]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/10/9ff5ef56-5f2e-423c-8fa3-7006705b6458-400x300.jpg" width="251px" alt="total annual income means" /></p>
<p>Starting off with the hourly rate, the annualization factor equals the number of hours worked per week multiplied by the weeks worked in a year. The pay rate refers to the periodic amount of income earned in a specific time frame. Of course, there is quite a bit of room for the actual figures to differ, but the annual income — especially for hourly compensation — is more  so meant to be a rough approximation. Before the net annual income can be estimated, calculating the gross annual income is the necessary first step. Base annual income is the amount of your base salary from your employer.</p>
<ul>
<li>Note that there is a slight difference if you get paid every two weeks vs. twice per month.</li>
<li>Professional work is therefore distinguished from work involving routine mental, manual, mechanical or physical work.</li>
<li>This is your gross annual income reduced by items such as federal and state taxes, Social Security, health insurance premiums, retirement contributions, and other deductions.</li>
<li>Your hourly wage is the standard amount you earn per hour of work, e.g., $20/hour.</li>
<li>In addition to that, it helps in ensuring that tax returns are filed accurately without any penalties or fines because of underreporting.</li>
<li>It includes discussions on employee wages and fringe benefits, and income from bartering, partnerships, S corporations, and royalties.</li>
</ul>
<h2>Why it’s important to calculate your annual income</h2>
<ul>
<li>The employee would have to then reduce their gross annual income by taxes owed and other deductions to arrive at net annual income.</li>
<li>It appears on the last line of the income statement and ties into other financial statements like the balance sheet and cash flow statement.</li>
<li>A third option is to make more money through side hustles or other forms of supplemental income.</li>
<li>Total annual income refers to the total amount of money that an individual earns within a calendar year.</li>
<li>Lawsuits regarding the 2024 final rule are currently pending in two other federal district courts, and the United States has filed a notice of appeal from the November 15 decision.</li>
</ul>
<p>This material is meant to educate and not to provide legal, tax, accounting or investment advice. PNC Wealth Management and its affiliates and vendors do not provide legal, <a href="https://www.bookstime.com/articles/annual-income" target="_blank" rel="noopener">annual income means</a> tax or accounting advice. Want an insightful report curated just for you, your job title, company, and experience? The GlobalBanks editorial team comprises a group of subject-matter experts from across the banking world, including former bankers, analysts, investors, and entrepreneurs. All have in-depth knowledge and experience in various aspects of international banking.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/09/images-min-300x200.jpg" width="258px" alt="total annual income means" /></p>
<h2>What&#8217;s my annual income if I make $20 an hour?</h2>
<p>Sometimes called &#8220;total annual income&#8221; or &#8220;yearly income,&#8221; it plays a vital role in assessing an individual&#8217;s financial health and personal well-being. Gross annual income reflects  your total earnings before any taxes, deductions, or withholdings are subtracted. For salaried employees, gross pay is typically specified in their employment contract. For hourly employees or those with variable hours per week, gross annual income can fluctuate based on overtime, bonuses, or multiple income <a href="https://search.yahoo.com/search?p=ledger+account" target="_blank" rel="noopener">ledger account</a> streams.</p>
<h2>How to calculate annual income?</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/11/image-W4OanI1qh9cGSfjQ-300x200.png" width="254px" alt="total annual income means" /></p>
<p>However, using gross income numbers adds an extra step to your budgeting time as you need to list the deductions on your budgeting worksheet that gets you to your net income anyway. Net income helps investors, analysts, and business owners evaluate a company’s financial health. It shows if the business is operating efficiently and generating value for shareholders. Net income is often discussed alongside other financial terms like gross income and cash flow, but they serve different purposes and are calculated differently. Understanding how net income compares to these related metrics is key to interpreting a company’s overall financial performance.</p>
<ul>
<li>It&#8217;s your wages, bonuses, side gigs, investment returns, and any other money that counts as income on your tax return.</li>
<li>No taxes subtracted, no health insurance deducted, no 401(k) contributions removed.</li>
<li>These demographic patterns should inform pay equity and DEI initiatives.</li>
<li>Here are some articles you might like regarding budgeting and financial goals.</li>
<li>Before the net annual income can be estimated, calculating the gross annual income is the necessary first step.</li>
<li>Your tax bracket and amount owed are determined by your yearly earnings.</li>
</ul>
<h2>How to calculate annual gross income from an hourly wage</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/09/maxresdefault-min-300x200.jpg" width="252px" alt="total annual income means" /></p>
<p>Annual income is the total amount of money an individual earns within a certain fiscal year. It covers expected salary, commissions, <a href="https://dbaiagents.com/contact-fordham-goodfellow-hillsboro-or-accounting/" target="_blank" rel="noopener">https://dbaiagents.com/contact-fordham-goodfellow-hillsboro-or-accounting/</a> bonuses, overtime, and tips. Let’s say John has a base annual salary of $40000 per year with quarterly commissions. Your annual income is your total earnings from all sources over a one-year period. You can calculate your annual income by adding up all of your sources of income for the year.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/06/unnamed-300x219.png" width="258px" alt="total annual income means" /></p>
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		<title>Home Accounting Firm in Vancouver Accounting CPA Bookkeeping Taxation Investments</title>
		<link>https://www.new-hair-brush.com/home-accounting-firm-in-vancouver-accounting-cpa-3/</link>
					<comments>https://www.new-hair-brush.com/home-accounting-firm-in-vancouver-accounting-cpa-3/#respond</comments>
		
		<dc:creator><![CDATA[qimiao]]></dc:creator>
		<pubDate>Tue, 06 Aug 2024 02:04:24 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.new-hair-brush.com/home-accounting-firm-in-vancouver-accounting-cpa-3/</guid>

					<description><![CDATA[Keep your Vancouver ambitions on track with hassle-free bookkeeping—so you can focus on what truly matters. I’ve been going to him for accounting advice for years now and would never hesitate to recommend him to my friends and family. You will have your very own Bookkeeper in Vancouver who will work with you and your [...]]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/07/e2496d18-883f-4014-8933-2b9048e58917-300x200.jpg" width="257px" alt="Bookkeeping Vancouver" /></p>
<p>Keep your Vancouver ambitions on track with hassle-free bookkeeping—so you can focus on what truly matters. I’ve been going to him for accounting advice for years now and would never hesitate to recommend him to my friends and family. You will have your very own Bookkeeper in Vancouver who will work with you and your small business based on your needs, requirements and budget. We can chat over email or schedule a video call to dive deeper and see how we can help. We&#8217;re here for the long term, helping  you build confidence and clarity along the way. Responsive service, clear communication, and accountable advisory, whether you&#8217;re large or small, across the street or across the province.</p>
<h2>Compilation of Financial Information</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/06/Cryptocurrency_logos-300x169.jpg" width="251px" alt="Bookkeeping Vancouver" /></p>
<p>In a review, we ask questions, analyze your financial information, and assess whether the financial statements are plausible based on the information provided. The result is a set of financial statements with limited assurance that they are free of material misstatement. A review is ideal for businesses seeking to <a href="https://www.facebook.com/BooksTimeInc/posts/pfbid02uEQA4FCTyXxHzXbh5qCze6oSzboAkKbveZuRKrNMgKw8uF4BwJFnXcPjzc4zBLv6l" target="_blank" rel="noopener">How to Start a Bookkeeping Business</a> grow, gain a deeper understanding of their financial situation, and identify areas for improvement. Our services ensure your financial records are accurate and compliant, providing you with valuable insights to make informed decisions that drive growth. Leveraging the latest in bookkeeping technology, we offer streamlined and efficient services without losing the personal touch that sets our Vancouver bookkeeping professionals apart.</p>
<ul>
<li>Get them right, and you protect your money (and yourself) from serious trouble.</li>
<li>We use an automated software to collect your bank statements each month.</li>
<li>Forward us your invoices, and we will accurately enter into your accounting software.</li>
<li>Our experts have a strategic approach toward our clients&#8217; cases, looking ahead to the future.</li>
<li>Professional tax and financial services for startups, established businesses, and individuals.</li>
<li>Now with RobinsonWells Investment Management Inc, you do not have to.</li>
</ul>
<h2>Accounting &amp; Assurance</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/06/XeroAccountingFeat-300x225.jpg" width="256px" alt="Bookkeeping Vancouver" /></p>
<p>Our Routine Packages cater to businesses seeking comprehensive management of their day-to-day accounting needs, ensuring financial records are accurate and up-to-date. If you need dependable, efficient, and accurate bookkeeping in Vancouver BC, Rai Sekhon Inc. is here to help. Whether it&#8217;s monthly bookkeeping, payroll, cleanup work, or tax-ready financial organisation, our team is ready to support your business at every stage. A bookkeeper usually organizes the records and financial statements your accountant needs at tax time. They don’t normally file the taxes themselves unless they’re also a CPA. With RobinsonWells bookkeeping Vancouver, you are no longer a neglected client who has to hand over the financial reports to some stranger and expect good results.</p>
<h2>Bookkeeping Service Vancouver Also Serves Cities Around Vancouver, British Columbia:</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/08/e5b809ca50.jpg" width="254px" alt="Bookkeeping Vancouver" /></p>
<p>With over two decades of industry leadership, LedgersOnline has delivered personalized online bookkeeping and accounting services to businesses in Vancouver since 2002. Whether you run a small business in downtown Vancouver or a growing enterprise in the YVR, our tailored solutions will meet your unique requirements. We’re intimately familiar with the nuances of doing business in Vancouver, from local tax and provincial regulations to the seasonal ebbs and flows that define the city’s vibrant economy. Our knowledgeable bookkeepers have the hands-on experience and technical know-how to keep your transactions in perfect order. We take the time to understand your goals, custom our services to your industry, and adapt as your business grows. Let us do the heavy lifting—so you can focus on building your incredible business in one of Canada’s most dynamic cities.</p>
<ul>
<li>We help you make decisions that drive your business towards your goals, flow income tax-efficiently, avoid CRA penalties, and improve cash flow with actionable insights.</li>
<li>As your business grows, we’re guessing you don’t want to be spending your weekends doing the books.</li>
<li>Our Routine Packages cater to businesses seeking comprehensive management of their day-to-day accounting needs, ensuring financial records are accurate and up-to-date.</li>
<li>This is a great thing to add as aside from the regular monthly reports, a yearly report is often a more in-depth look at how a business is doing.</li>
<li>With a dedicated Vancouver bookkeeper for each client, we focus on understanding your unique business needs.</li>
<li>In the past, many Vancouver businesses would simply hire an accountant who could crunch numbers fast and ensure all the books were within reason.</li>
<li>Other companies we’ve interviewed have said that they regularly communicate with Homeroom and they give pretty early reminders.</li>
</ul>
<ul>
<li>They’ll happily help you with the transition to make sure everything is in order after they officially leave.</li>
<li>Less time bookkeeping means more time to pursue your passions — like catching a Vancouver Whitecaps game or huffing it up the Grouse Grind.</li>
<li>Offering bookkeeping, accounting &amp; tax, advisory, and technology services to Vancouver small businesses to create a positive impact to your business growth.</li>
<li>Our mission is to help entrepreneurs focus on success by providing great accounting and bookkeeping service and advice, no matter your size.</li>
<li>One of the most important things you can do to grow your relationship with your accountant is to stay interested and in the loop.</li>
<li>In fact, most accountants who get a new client through a referral put more time and energy into the job to ensure that they offer good service and are worthy of the referral.</li>
</ul>
<p>By getting your accounts complete on a regular basis you can ensure that you are making a profit and look at any problems that the business may have. Even if they don’t have the prices of their services available to the public, it’s pretty easy to get a quote here and consultation is free. We also understand why their price isn’t available as they customize their service based on each business’s needs. With over 30 years in the business, this company has <a href="https://en.wikipedia.org/wiki/Certified_Public_Accountant" target="_blank" rel="noopener">Certified Public Accountant</a> provided great service to many clients. They’re one of the top choices for bookkeeping by many business owners in Vancouver for their great quality of service.</p>
<h2>Industry Variety</h2>
<div style='text-align:center'></div>
<p>We offer meaningful financial data that allow you to make business decisions. If you <a href="https://www.bookstime.com/bookkeeping-services/vancouver" target="_blank" rel="noopener">vancouver bookkeeping</a> can’t maintain your financial records on your  own, consider hiring a qualified, experienced Vancouver bookkeeper to do it for you—it’s often well worth the investment. After the year ends, they provide a financial report to be used for tax purposes.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2019/11/shutterstock_524387770-300x200.jpg" width="254px" alt="Bookkeeping Vancouver" /></p>
<h2>Skills mix you need for a set monthly fee</h2>
<p>We work as an extension of your team, not just a service provider. Organised books allow you to monitor expenses, track cash flow, and plan long-term strategy with confidence. Avoid penalties and stay fully compliant with accurate and timely tax filings.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Billings Montana Bookkeeping Service</title>
		<link>https://www.new-hair-brush.com/billings-montana-bookkeeping-service-2/</link>
					<comments>https://www.new-hair-brush.com/billings-montana-bookkeeping-service-2/#respond</comments>
		
		<dc:creator><![CDATA[qimiao]]></dc:creator>
		<pubDate>Mon, 27 Nov 2023 11:04:49 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.new-hair-brush.com/billings-montana-bookkeeping-service-2/</guid>

					<description><![CDATA[It involves recording and classifying financial transactions, preparing bank reconciliation, and tracking all income and expenses. Excellent law firm accounting is to give data that is valuable on the state of your company. Utilizing information on financial reporting will allow you to make data-driven decisions to impact your company positively. We will introduce the basics [...]]]></description>
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" width="258px" alt="law firm bookkeeping in montana" /></p>
<p><p>It involves recording and classifying financial transactions, preparing bank reconciliation, and tracking all income and expenses. Excellent law firm accounting is to give data that is valuable on the state of your company. Utilizing information on financial reporting will allow you to make data-driven decisions to impact your company positively. We will introduce the basics of accounting and bookkeeping as it pertains to law firms. We will cover the best practices to follow and common mistakes you should avoid. Law firms can concentrate on their primary operations by delegating bookkeeping responsibilities to external experts while entrusting financial management to skilled professionals.</p>
</p>
<ul>
<li>Forward-looking law firms embrace transparency in everything from client interactions to financial activity.</li>
<li>Law firm bookkeeping isn&#8217;t standard small business accounting with a legal client list.</li>
<li>Law firms with proper tax strategies gain clear advantages in compliance, profitability, and eco-friendly practices.</li>
<li>Lopach &amp; Carparelli PC is a CPAdirectory verified accounting firm, licensed to practice in the state of Montana.</li>
<li>Next, let’s translate these rules into day-to-day practice by outlining the steps for proper trust account management in a Montana law firm.</li>
</ul>
<p><h2>The Main Benefits of Professional Bookkeeping for Law Firms</h2>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="259px" alt="law firm bookkeeping in montana" /></p>
<p><p>The firm handles complex litigation, natural resources law, and governmental affairs for municipal entities, healthcare systems, and national corporations. Notable engagements include defending constitutional challenges to education funding and representing tribal governments in federal water rights negotiations. News &#8220;Best Law Firm&#8221; rankings in 5 practice areas with over 1,000 annual pro bono hours. MT Tax Law focuses exclusively on state  and federal tax controversy matters from offices in Missoula and Bozeman since 2008. The 5-attorney firm represents technology startups, hospitality businesses, and out-of-state investors before the Montana Department of Revenue and IRS.</p>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="252px" alt="law firm bookkeeping in montana" /></p>
<p><h2>Key financial KPIs: utilization, realization, collection</h2>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="253px" alt="law firm bookkeeping in montana" /></p>
<p><p>Monthly reconciliation of client funds to comply with IOLTA and trust laws. It’s best to perform this process monthly so your firm remains compliant and avoids financial mismanagement. Ultimately, the best accounting method for your firm depends on your business structure, financial complexity, and long-term goals. It’s to consult with a legal accountant or bookkeeper so they can help you select the right approach to keep your firm financially sound and compliant. Proof of transparency surrounding financial records helps earn your client’s trust and confidence in your practice&#8217;s ability. They reference specific IOLTA rules If they mention timing of transfers, client ledger tracking, or audit requirements, they know what they&#8217;re doing.</p>
</p>
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</p>
<p><h2>What Most People Don’t Understand About DWI Defense in Abilene, TX</h2>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="253px" alt="law firm bookkeeping in montana" /></p>
<p><p>With Capital Bookkeeping managing  your job costing, you’ll have the <a href="https://ranawaxman.com/the-importance-of-expert-bookkeeping-for-law-firms/" target="_blank" rel="noopener">Bookkeeping for Law Firms</a> financial clarity to keep your projects on budget and maximize profitability. Let us handle the details, so you can focus on delivering exceptional results. A Billings, Montana bookkeeping service for businesses throughout South Central Montana and beyond.</p>
</p>
<ul>
<li>Unlike general bookkeeping providers, we specialize exclusively in the legal industry.</li>
<li>To learn more about tracking KPIs and billable hours in a law firm, click here.</li>
<li>The legal industry is subject to strict ethical and regulatory rules.</li>
<li>New technology gives law firms a chance to make tax compliance easier while getting deeper financial insights.</li>
</ul>
<p><p>Quickly and easily capture time, create invoices and streamline accounts receivable. The <a href="https://canvomagazine.com/how-bookkeeping-for-law-firms-strengthens-financial-health/" target="_blank" rel="noopener">https://canvomagazine.com/how-bookkeeping-for-law-firms-strengthens-financial-health/</a> magic happens when our intuitive software and real, human support come together. Book a demo today to see what running your business is like with Bench. Let our experts guide you through the complexities of bookkeeping. Discover how we can help you achieve financial accuracy and peace of mind.</p>
</p>
<div style='text-align:center'></div>
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		<title>The Best Small Business Accounting Software We&#8217;ve Tested for 2026</title>
		<link>https://www.new-hair-brush.com/the-best-small-business-accounting-software-we-ve-3/</link>
					<comments>https://www.new-hair-brush.com/the-best-small-business-accounting-software-we-ve-3/#respond</comments>
		
		<dc:creator><![CDATA[qimiao]]></dc:creator>
		<pubDate>Thu, 24 Aug 2023 04:18:28 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.new-hair-brush.com/the-best-small-business-accounting-software-we-ve-3/</guid>

					<description><![CDATA[Custom plans are also available for businesses with unique requirements. The Tax Advisory plan provides dedicated accountant access, year-round tax advice, proactive tax planning, quarterly reviews and financial planning. Additionally, there’s no free trial available to test the service before committing, and the required annual subscription means businesses are locked into their chosen plan for [...]]]></description>
										<content:encoded><![CDATA[<p>Custom plans are also available for businesses with unique requirements. The Tax Advisory plan provides dedicated accountant access, year-round tax advice, proactive tax planning, quarterly reviews and financial planning. Additionally, there’s no free trial available to test the service before committing, and the required annual subscription means businesses are locked into their chosen plan for 12 months. “Zoho Books is perfect for a small business like me, or for my customers (I work with small businesses 1-10 employees). While it was our top pick for automation, Zoho also has a strong set of general accounting features. To ease the burden of their extensive to-do lists, small business owners can benefit greatly from automating their financial processes.</p>
<p>Small business accounting apps have record templates for customers, products, services, and vendors. For our purposes, we consider small businesses to have fewer than a dozen employees. Our reviews focus on applications that target small businesses.</p>
<h2>What accounting software offers the best value for money?</h2>
<p>These platforms offer robust financial management, automation, and integration features, making them ideal for scaling businesses. Based on my testing, QuickBooks Desktop Enterprise delivers a surprisingly user-friendly accounting software with payroll capabilities that simplifies employee management and payroll taxes within one system. This makes QuickBooks Online one of the best accounting management apps to sync with bank accounts, especially for small businesses that want to save time on transaction matching. We collected 232 individual data points from eight leading accounting applications to evaluate and rate accounting software for small businesses.</p>
<p>The software also has built-in payment options with popular platforms like PayPal, Stripe, and Buckaroo. However, deploying the software and customizing the source code requires technical expertise. Odoo provides CRM, sales, and finance apps, including accounting, invoicing, and expenses.</p>
<p>Zoho Books also does a great job with tax compliance. ✔️ Strong tax compliance and audit trails The mobile app lets you run your business from anywhere, and the client portal improves communication by keeping everything in one place. So if you’re tired of spreadsheets or juggling disconnected tools, keep reading.</p>
<h2>Nominal Review 2026</h2>
<p>All <a href="https://promptwash.com/what-is-r-squared-r2-value-meaning-and-definition/" target="_blank" rel="noopener">https://promptwash.com/what-is-r-squared-r2-value-meaning-and-definition/</a> the accounting services we reviewed allow you to add customers, products, and vendors while completing transactions (you need to do this anyway as you grow and expand your contact and product/service databases). For example, do you plan to use specific features, such as inventory tracking and purchase orders? Depending on how long your business has been operating, getting started with a small business accounting service can take anywhere from five minutes to several hours (or days) after you sign  up for an account. Instant search tools and customizable reports help you track down the smallest details and see overviews of how your business is performing.</p>
<p>True to its roots, FreshBooks makes invoicing easy, with many customization options Generating estimates and proposals (and turning those into invoices) is also a key feature. Apart from additional functionality, the key difference among plans is the number of clients you can serve (invoices and estimates are unlimited to your collection of clients). FreshBooks began as an invoicing and payment tracker, and those roots are evident even as it has grown into a more fully featured accounting application. The Early plan has some limitations, allowing just 20 invoices (or quotes) per month and five bills. The payroll add-on is through Gusto, and costs $40 per month, plus $6 per employee.</p>
<p>Accounting software is no longer optional for modern-day businesses. By evaluating these aspects, you can decide who should buy accounting software and who should opt for outsourcing. The trend toward AI in accounting software has been going on for several years. Cloud-based software can grow your business at an affordable price point as well. While free accounting software is available, it’s important to find a program that gives you what you’re looking for at the standard your company requires. The weights were determined based on how much business owners prioritize these criteria when shopping for business software and services and making purchasing decisions.</p>
<p>Accounting can be complicated, and your work must always be accurate to avoid problems with customers and vendors, income taxes, and reports. Wave Pro is $19 per month, and it contains all of the app’s tools (including uploading scanned receipts). You have to decide whether you want to spend the time up-front building your records or later, when you&#8217;re in the middle of a purchase or sales form. It&#8217;s possible to set up a minimal system and then proceed to accept payments, create invoices, and pay bills. Would you like to allow customers to pay with credit cards and bank transfers?</p>
<p>Some accounting programs integrate with third-party payment processors, whereas other vendors require you to use their in-house processing services. Some software lets you customize what you see first by rearranging the information. This saves you the time it would take to manually upload statements into the system, and it gives you a daily overview of your accounts. Use these insights to identify any strengths and weaknesses that could affect your business.</p>
<h2>Netsuite pricing: How much does NetSuite cost?</h2>
<p>If you have various other tools you use regularly, it’s easy to double and triple-check that they are all going to play nicely together before taking the plunge. Therefore, you need to extensively assess the quality of the platform you are investing in to make an account, and see through all the features available on the platform. While there will be plenty of overlap in various solutions that have been designed for different purposes, the fact is that different industries may require distinct features.</p>
<ul>
<li>We tested the most popular accounting software on the market and cross-referenced thousands of user reviews.</li>
<li>We recommend taking advantage of free trials to test which accounting software best fits your unique requirements.</li>
<li>Make sure that the small business bookkeeping software you purchase doesn’t have a steep learning curve, which can cost a lot of time and money on training.</li>
<li>Accounting software comes in different flavors, from spreadsheets to cloud software.</li>
<li>✅ Comprehensive ERP solution✅ Real-time financial management✅ Scalable cloud platform</li>
</ul>
<h2>Tips for Becoming an Entrepreneur, Regardless of Today’s Financial Challenges</h2>
<p>Also ensure that the reported results are consistent with cash tax laws and generally accepted accounting principles in relation to real estate activities from a jurisdictional perspective. Strong security practices need to be in place for the financial systems that hold tenant and investor data. A good real estate bookkeeping system can cut the time that manual reconciliation adds to month-end close. Some mobile offerings are limited, so make sure that you can complete a majority of your core accounting functions through the app versus just viewing and light updating. This custom-built real estate accounting strategy integrates property workflows alongside accounting controls, eliminating manual reconciliation and providing better financial visibility.</p>
<h2>How COSHH Assessment Software Can Strengthen Compliance for Home-Based Businesses</h2>
<ul>
<li>But with so many tools claiming to be the “best,” how do you actually choose?</li>
<li>Some providers will limit the number of users you can have, with more users requiring a higher monthly subscription.</li>
<li>We provide accounting, payroll, invoicing, and tax filing services on an hourly, fixed-fee, or retainer basis, helping businesses manage finances efficiently and reduce operating costs.</li>
<li>When you’re picking accounting software, it’s easy to get overwhelmed by features, pricing, and technical jargon.</li>
<li>Accounting systems are built on the concept of managing and analyzing financial data.</li>
<li>Still, you should check out all of our in-depth reviews of small business accounting services below, followed by an overview of everything you need to know before choosing the best software for your needs.</li>
</ul>
<p>The best accounting software daycare owners would require ultimately depends on your operationalities and choosing the one with features apt for you needs is a great way <a href="https://www.quickbooks-payroll.org/how-to-choose-best-accounting-software/" target="_blank" rel="noopener">how to choose best accounting software</a> to make the right decision. This guide runs through the must-have features to consider, how to compare options and practical implementation tips, so you can choose the best accounting software for daycare programs. Service, product, and project-based businesses need very different financial visibility.</p>
<p>Explore cloud and desktop-based accounting software with subscription and perpetual licensing options like AccountingSuite, Xero, TallyPrime, and Striven. The best small business accounting software helps track income and expenses and provide a clear view of profitability. While a product such as Intuit QuickBooks Online can serve many needs, it’s also the most commonly replaced accounting software on the market since it lacks more advanced accounting features. Accounting software costs will vary based on how many users you need, your required features, and the number of employees. Additionally, companies that require many users or manage multiple entities most commonly want small business ERP software with a full suite of functionalities to go along with their accounting.</p>
<p>This initial version focuses on client and project management, invoices and estimates, mileage tracking, and quarterly income tax estimates, as well as providing some simple reports. Although it’s missing some features that competitors offer and includes some complex language and concepts that rivals keep in the background, Patriot Software remains a worthwhile choice for keeping costs down while providing a full complement of accounting tools. Its depth, flexibility, and usability in standard bookkeeping areas (inventory management, sales and purchases, and time and project tracking) equals and sometimes surpass that of competitors. Sage 50 Accounting is a massive small business accounting application that now offers both a cloud version and a local Windows desktop app. That plan is well worth it because its smart selection of features, such as transaction management and statements, accommodates very small businesses extremely well. The software is intuitive enough for novice bookkeepers to learn, but supports all the elements that a larger service-based business might need, including integration with Gusto Payroll.</p>
<p>QuickBooks Online is a top choice for small businesses due to its powerful features, scalability, and wide adoption. The truth is, there’s no one-size-fits-all “best” accounting software. At the end of the day, the <a href="https://www.anekantems.org/allowance-for-doubtful-accounts-what-it-is-and-how/" target="_blank" rel="noopener">https://www.anekantems.org/allowance-for-doubtful-accounts-what-it-is-and-how/</a> best accounting software is the one you’ll actually use consistently.</p>
<p>✅ Comprehensive ERP solution✅ Real-time financial management✅ Scalable cloud platform It delivers real functionality for small businesses, freelancers, and side hustlers who don’t need advanced features. If you’re running a freelance business or creative studio, FreshBooks offers everything you need in one neat, easy-to-use package.</p>
<p>We tested the most popular accounting software on the market and cross-referenced thousands of user reviews. Considering how many quality small business accounting applications are available, you should be able to find the right blend of features and usability. Your accounting system is the backbone of your business, and you want to find the right solution based on your current and future needs, as well as your user experience preferences. Once you set up your accounting software, you will have a lot of sensitive information in your company  file—not just your own but also that of your customers. These websites offer searchable databases of help articles, videos, and other support resources. The good news is that most apps offer add-ons for billing, payroll, and inventory tracking.</p>
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		<title>A Comprehensive Guide to Net Income on a Balance Sheet</title>
		<link>https://www.new-hair-brush.com/a-comprehensive-guide-to-net-income-on-a-balance/</link>
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		<dc:creator><![CDATA[qimiao]]></dc:creator>
		<pubDate>Mon, 21 Aug 2023 12:48:07 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.new-hair-brush.com/a-comprehensive-guide-to-net-income-on-a-balance/</guid>

					<description><![CDATA[The balance sheet details a company&#8217;s assets, liabilities, and shareholders&#8217; equity. A balance sheet is a financial statement that shows what a company owns, what it owes, and the amount invested by shareholders at a specific point in time. On the other hand, net income is a figure derived from the income statement, which reflects [...]]]></description>
										<content:encoded><![CDATA[<p>The balance sheet details a company&#8217;s assets, liabilities, and shareholders&#8217; equity. A balance sheet is a financial statement that shows what a company owns, what it owes, and the amount invested by shareholders at a specific point in time. On the other hand, net income is a figure derived from the income statement, which reflects a company&#8217;s performance over a period (usually a quarter or a year). Calculating net income from the balance sheet is crucial for businesses and financial stakeholders.</p>
<p>Subtract expenses and operating costs to get earnings before tax, then remove taxes to calculate net income. For example, when viewing the balance sheet and income statement, operating leverage influences the upper half of the income statement through operating income, while the lower half consists of financial leverage, wherein earnings per share to the stockholders can be assessed. A leverage ratio is any kind of financial ratio that indicates the level of debt incurred by a business entity against several other accounts in its balance sheet, income statement, or cash flow statement. The income statement illustrates the profitability of a company under accrual accounting rules.</p>
<p>One of the most critical figures on a company’s financial statement is the net income. In personal finance, net income would consist of all the money you have coming in (revenue) minus all the expenses you have going out (expenses and operating costs). Net income is one way to evaluate the profitability of a business by looking at how many dollars in income can be generated with every dollar in expenses. As the calculation above shows, once operating expenses and other business expenses are deducted from revenue, you are left with the net income. While “net income” is commonly used in financial statements, “net profit” is used interchangeably in business discussions to describe the same concept. Because net income follows accrual accounting, it records revenue and expenses when they’re earned or incurred, not when the cash is actually received or paid.</p>
<h2>What if I don’t have COGS?</h2>
<p>This can sometimes be confusing for people who are new to finance and accounting. These terms are used interchangeably and all refer to the same concept — money left after covering all expenses. His goal is to make income tax topics clear and practical for individuals and entrepreneurs. No, net income and EBITDA ( Earnings Before Interest, Taxes, Depreciation, and Amortization) are not the same. These are also to be considered as being reflected in net income.</p>
<p>After the tax is deducted the net income is then reached.The next thing we need to learn about is the balance sheet. Leverage ratios  measure the degree to which a company uses debt to finance its assets and operations. On the other hand, a highly levered firm will have trouble if it experiences a decline in profitability and may be at a higher risk of default than an unlevered or less levered firm in the same situation. The ratio is an indicator of how much debt a company is using to finance its assets. An example of a capital-intensive business is an automobile manufacturing company. An operating leverage ratio refers to the percentage or ratio of fixed costs to variable costs.</p>
<h2>ROE = Net Profit Margin x Total Asset Turnover x Financial Leverage</h2>
<p>For example, companies often add back non-cash expenses, such as Depreciation and Amortization, and they also deduct cash outflows that did not appear on the Income Statement, such as for Capital Expenditures (the factory purchase example above). You should use this “very bottom” Net Income because you want it to reflect the company’s partial ownership in other companies. These topics are complex and not appropriate for this article, but please see our tutorial on the equity method of accounting to learn more about minority stakes in other companies and the one on consolidation accounting to learn about majority stakes. It’s sort of like what you as an individual might save up each year after working, paying for your living expenses, and paying taxes to the government. If the number is positive, then we can say that the company made a net gain and if it is negative, then it is the company’s net loss.</p>
<p>Net income is not the only type of profit that appears on the financial statements. The cash flow statement is essentially a reconciliation between the net income and the cash generated by the business. To understand actual cash flow, compare the income statement with the cash flow statement. In other words, non-cash expenses will decrease your net income but won’t affect your earnings outside the books. In that case, you’ll see a $2,500 expense on your income statement (and the asset’s value will reduce by the same amount on the balance sheet). Still, tracking net income trends can help you understand if the business is moving toward profitability.</p>
<h2>Using Ratios for Analysis</h2>
<p>A balance sheet is one of the key financial statements that provides a snapshot of a company’s finances at any given point in time. Your income statement, balance sheet, and visual reports provide the data you need to grow your business. An up-to-date income statement is just one of the financial reports small business owners gain access to through Bench.</p>
<h2>How to Calculate Net Income from a Balance Sheet</h2>
<p>Net income is the profit a company earns after covering all of its business expenses, including taxes and deductions. Net income, or net earnings, is the bottom line on a company’s income statement. The income statement includes the gains, losses, revenue, and expenses that a company reports in that period. An income statement is one of the three key documents used for reporting a company’s yearly financial performance. Net income (NI) is known as the bottom line, as it appears as the last line on the income statement once all expenses, interest, and taxes have been subtracted from revenues. It represents what’s left once all expenses (operating costs, interest, and taxes) are deducted from total revenue.</p>
<p>There are two steps to calculating net income on a balance sheet. All you need to do is subtract your total liabilities from your total assets. Each of the three financial statements has an interplay of information. The cash flow statement displays the change in cash per period, as well as the beginning and ending balance of cash. The asset section begins with cash and equivalents, which should equal the balance found at the end of the cash flow statement.</p>
<h2>Examples of Net Income Calculation</h2>
<ul>
<li>See what’s new at Bench and learn more about our company</li>
<li>But to reiterate, the industry in which the company operates sets the “benchmark” to determine if a company is more profitable (or less profitable) relative to its peers.</li>
<li>Learn more about Bench, our mission, and the dedicated team behind your financial success.</li>
<li>The basics are very simple and it doesn’t take rocket science to figure out to make sense of the contents of a balance sheet.</li>
<li>That gain might make it appear that the company is doing well, when in fact, they’re struggling to stay afloat.</li>
<li>Net income and operating income are both crucial for understanding your business’s financial health.</li>
<li>Using the above example with Walmart, the operating income for the reporting period was $7.9 billion, while the net income was lower at $4.7 billion.</li>
</ul>
<p>Gross profit is a measure of financial efficiency that helps you understand how effectively your company provides its services. A company may report $100,000 in net income—but that doesn’t mean it has $100,000 in cash. Profits can be reinvested into the business through retained earnings, supporting everything from R&amp;D to hiring. Accurate revenue forecasting makes it easier to <a href="https://www.quick-bookkeeping.net/where-are-selling-administrative-expenses-found-on/" target="_blank" rel="noopener">where are selling and administrative expenses found on the multi</a> identify challenges, manage costs, and protect net income. Once profitability stabilizes, those unpaid dividends need to be addressed before equity shareholders receive payouts. Net income (or net profit) is key to several decisions you make as a business.</p>
<ul>
<li>A company will be able to quickly assess whether it has borrowed too much money, whether the assets it owns are not liquid enough, or whether it has enough cash on hand to meet current demands.</li>
<li>All of these documents can be found online through the sec.gov website or sometimes through the specific company’s website.</li>
<li>That’s because net income is calculated using accrual accounting, which records revenue and expenses when they’re earned or incurred, not when cash changes hands.</li>
<li>Operating income is sometimes referred to as EBIT, or “earnings before interest and taxes.”</li>
<li>For example, if a company issues $200 of Debt and then buys a factory for $100, neither one directly affects Net Income.</li>
</ul>
<p>If this does happen, you’ll want to make sure you have a method for tracking these expenses, so they aren’t missed when net income is calculated. She pays $2,000 for ingredients (COGS), $1,000 for rent and utilities (operating expenses), $200 for loan interest, and $1,500 for taxes. In this formula, expenses can include everything from the cost of goods sold (COGS) to operating expenses, interest, and taxes.</p>
<p>Even though net income isn’t directly found on the balance sheet, it does reflect the impact of net income indirectly through retained earnings. Instead, it’s shown on the income statement which details your financial position over a period of time rather than at a single point. The balance sheet gives you a snapshot of your company’s financial position at a single point of time.</p>
<p>The figure is among the most essential parameters of the financial performance of a company. It is occasionally called a net profit or net earnings. It presents a clear understanding of the profitability of a firm, as well as offering insightful information to the management and the investors. The estimation of net income is one of the most relevant operations in the sphere of finance and accounting.</p>
<p>As you can see there is a heavy focus on financial modeling, finance, Excel, business valuation, budgeting/forecasting, PowerPoint presentations, accounting and business strategy. Then cash inflows and outflows are calculated using changes in the balance sheet. The statement then deducts the cost of goods sold (COGS) to find gross profit. Often, the first place an investor or analyst will look is the income statement.</p>
<p>Learn financial statement modeling, DCF, M&amp;A, LBO, Comps and Excel shortcuts. While accrual accounting has become the standardized guidelines for financial reporting, the accounting system remains flawed. But to reiterate, the industry in which the company operates sets the “benchmark” to determine if a company is more profitable (or less profitable) relative to its peers.</p>
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		<title>Marginal Revenue Definition Honors Economics Key Term ..</title>
		<link>https://www.new-hair-brush.com/marginal-revenue-definition-honors-economics-key/</link>
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		<dc:creator><![CDATA[qimiao]]></dc:creator>
		<pubDate>Thu, 17 Aug 2023 10:41:13 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.new-hair-brush.com/marginal-revenue-definition-honors-economics-key/</guid>

					<description><![CDATA[Marginal revenue generally decreases as production increases, resulting in a downward-sloping curve. This time, it&#8217;s $1,007, which means that the marginal revenue of that 101st camera is just $7. Those 100 cameras have generated $1,000 in revenue, which is $10 each for the first 100 units. Not all customers behave the same way when it [...]]]></description>
										<content:encoded><![CDATA[<p>Marginal revenue generally decreases as production increases, resulting in a downward-sloping curve. This time, it&#8217;s $1,007, which means that the marginal revenue of that 101st camera is just $7. Those 100 cameras have generated $1,000 in revenue, which is $10 each for the first 100 units.</p>
<ul>
<li>Not all customers behave the same way when it comes to pricing.</li>
<li>The price changes as the number of units sold changes, so marginal revenue is lower with each additional unit and will be equal to or less than average revenue.</li>
<li>A business increases the production of a product by 100 units and receives $500 in revenue.</li>
<li>In this article, we’ll take a closer look at marginal revenue from both a theoretical and practical perspective so that you can use it to grow your profitability.</li>
<li>Thus, the marginal revenue gained by producing the 301st unit of fries is $1.50 ($1.50 ÷ 1).</li>
<li>Marginal revenue is the extra income from selling one more unit, while marginal cost is the expense of producing it.</li>
<li>Variable costs like materials, labor, packaging, or shipping are also critical for these calculations because they influence the cost of production.</li>
</ul>
<h2>Formula Breakdown: Understanding Each Component</h2>
<ul>
<li>This is not normally the case in practice because selling one additional unit is not a real life situation but this concept can also be applied to ranges of hundred units or even thousands.</li>
<li>In contrast, marginal cost is the change in total production cost when producing or supplying one more unit of a good or service.</li>
<li>In reality, as additional units are sold, market conditions can change, affecting both price and demand.</li>
<li>Marginal revenue shows how much extra money a business makes from selling one more unit.</li>
<li>Total Revenue is calculated by multiplying the price of a product or service times the quantity sold.</li>
<li>Understanding marginal revenue can be particularly insightful through practical business scenarios.</li>
</ul>
<p>This usually happens in saturated markets or when steep discounts are used to chase sales. If you change your price to drive sales through a discount, promotion, or negotiation, you’re affecting MR whether you realize it or not. (This is a common approach for seasonal items, where market demand slumps in the off-season.) Lowering the price is likely to increase demand, but it also lowers your MR. Depending on how you do it (sale, price reduction, rebate, etc.), calculating your MR might not be straightforward. This information can help teams evaluate whether sales are worth pursuing and whether growth is actually contributing to overall profitability (not just volume).</p>
<h2>How Connected Data Is Changing the Way Businesses Think</h2>
<p>Change occurs when markets become saturated and/or price cuts are required to stimulate additional demand. This shows how pricing decisions directly affect marginal revenue in hospitality. While total revenue increased, the reduced rate lowered profit per booking.</p>
<h2>Margin Analysis</h2>
<p>Understanding revenue and its components helps in analyzing business efficiency and predicting how changes in price or output affect income. In simple terms, revenue is the amount a firm earns before deducting any costs or expenses. It is the monetary return obtained from selling a certain quantity of goods at a particular  price. It helps determine profitability, pricing decisions, and overall market performance.</p>
<p>While MR is a simple concept on the surface, it’s easy to misinterpret when applied to real-world business scenarios. Additional costs related to manufacturing can also rise over time. Unfortunately, real-world competition and pricing interfere with these simple equations, which is why MR becomes more useful.</p>
<p>For instance, raising the price of the product will typically reduce the demand and the need for manufacturing. You can think of it like the additional money collected or income earned from the last unit sold. Add marginal revenue to one of your lists below, or create a new one. To add marginal revenue to a word list please sign up or log in. The relationship between the price of a good or service and the quantity demanded of that good or service. This is because most companies will need to decrease their price and their revenue to increase their market <a href="http://www.encyclopediaofleadership.org/outsource-accounting-services-with-fgc/" target="_blank" rel="noopener">http://www.encyclopediaofleadership.org/outsource-accounting-services-with-fgc/</a> share, at least for a while.</p>
<p>Marginal revenue measures the additional income earned from selling one more unit, while profit is what’s left after subtracting costs. The goal is to continue production if the additional revenue from a unit exceeds its cost. It allows a company to decide if selling one more unit will increase total revenue. If the marginal cost of producing each additional unit is higher than $28, they might be losing money despite selling more. As a result, sales increase to 1,100 units, bringing total revenue to $52,800. Last month, they sold 1,000 units, generating $50,000 in total revenue.</p>
<h2>The Inevitable Law of Diminishing Returns</h2>
<p>However, the marginal cost of selling empty seats on a plane is also quite low. If a firm wished to maximise revenue, it can use marginal revenue to guide its decision. The change in revenue from week one to week two is $100, and the change in quantity is 15 units. This generally happens when a company needs to cut prices significantly to sell the units produced. Demand is elastic when marginal revenue is positive and inelastic when negative. Having a marginal revenue calculator at your disposal can help speed up your calculations.</p>
<h2>Market Volatility</h2>
<p>For example, if a baker sells an additional loaf of bread for $2, then their marginal revenue is also $2. The Law of Diminishing Returns states that as more and more units of a variable input (e.g., labor) are added to a fixed input (e.g., capital, technology), the marginal product of the variable input will eventually decline. This is not  normally the case in practice because selling one additional unit is not a real life situation but this concept can also be applied to ranges of hundred units or even thousands. If the MR is equal to the price it means that in order to sale more units the company doesn’t have to change its price.</p>
<p>A company calculates Marginal Revenue by dividing the change in revenue by the change in quantity. Marginal Revenue is an important concept as it allows profit-maximizing businesses to identify when to stop producing further products. By understanding the fundamental principles of MRP and its relationship <a href="https://www.adprun.net/marginal-revenue-definition-example-and-formula/" target="_blank" rel="noopener">define marginal revenue</a> to marginal analysis and the law of diminishing returns, businesses can make more informed decisions about hiring, investment, and product development.</p>
<p>This is especially easy to overlook in fast-moving and competitive sales environments, where companies rush to counter the price elasticity of demand by lowering prices to keep buyers engaged. Although these metrics are related, they aren’t interchangeable, and mistaking one for another can lead to flawed forecasting, mispriced products, or incorrect assumptions about profits. Here are some of the most common mistakes companies make when working with marginal revenue. Now, you’ll need to decide whether to lower your price and accept slimmer margins, pull the product from shelves, or wait and see if buyer demand rises on its own over time.</p>
<p>In extreme cases, you might move more product but make less money overall. Even though you’re still making money (MR is flat), the “floor” for profitability has risen in ways that won’t appear in financial statements or earnings reports. However, next year, both your facilities and labor costs increase. This is a combination of required staff support, <a href="https://imobdemo.tixis.com.br/what-does-construction-work-in-progress-mean/" target="_blank" rel="noopener">https://imobdemo.tixis.com.br/what-does-construction-work-in-progress-mean/</a> ongoing product development and maintenance, etc.</p>
<p>Since average revenue is simply total revenue divided by quantity sold, it often aligns with your pricing strategy. If your marginal revenue falls below marginal cost, producing more may no longer be profitable. Maximizing your revenue isn’t just about selling more — it’s about increasing profitability with intentional pricing and production strategies.</p>
<p>With these strategies, you can optimize how each unit or contract sold contributes to overall profitability. Applying these concepts strategically can improve profitability and revenue management, ensuring you don’t just grow sales, but grow them profitably. Numbers tell the real story when it comes to marginal revenue. It is an effective way to make sure that pricing and sales strategies maximize operating income and net profit without sacrificing long-term growth.</p>
<p>Doing so can help them maintain both total and marginal revenue. Put simply, factoring in one additional unit of production will have a negative impact on the returns related to per-unit increases—even if they’re incremental ones. According to this rule, any additional factors of production may lead to a drop in revenue. As noted above, total revenue is the total amount of sales of goods and services. Total revenue is the amount of money a business brings in by selling its goods or services at a given price. Here’s how to find marginal revenue if Jan produced one extra unit.</p>
<p>Marginal revenue refers to the additional income from selling one more unit of a product, while total revenue encompasses the entire income from all units sold at a given price. It plays a crucial role in determining optimal production levels and pricing strategies, as firms aim to maximize their profit by comparing marginal revenue to marginal cost. A business that understands how marginal revenue shapes total revenue can fine-tune its pricing and optimize production to find the highest profitability. By analyzing how pricing and revenues change when additional units are sold, businesses can make better decisions about when to discount, how to bundle products, or how to price offerings based on demand. Calculating marginal revenue helps businesses determine whether or not additional costs outweigh the benefit of selling more units. While marginal revenue measures the total revenue earned by selling an additional output unit (additional sale), total revenue is the total amount of revenue earned by a business.</p>
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