<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Huppert Law &#187; Bookkeeping</title>
	<atom:link href="http://huppertlawoffice.com/category/bookkeeping/feed/" rel="self" type="application/rss+xml" />
	<link>http://huppertlawoffice.com</link>
	<description>Just another WordPress site</description>
	<lastBuildDate>Sat, 18 Oct 2025 08:00:00 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=4.1.1</generator>
	<item>
		<title>Florida Income Tax Rates for 2025</title>
		<link>http://huppertlawoffice.com/florida-income-tax-rates-for-2025/</link>
		<comments>http://huppertlawoffice.com/florida-income-tax-rates-for-2025/#comments</comments>
		<pubDate>Fri, 18 Oct 2024 17:29:27 +0000</pubDate>
		<dc:creator><![CDATA[huppert]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://huppertlawoffice.com/?p=1745</guid>
		<description><![CDATA[Interestingly, three of the states represented on the top 10 list—Arizona, California, and Illinois—provide employer withholding relief even though they lack a filing safe harbor. Furthermore, of the top 10 cities, only one—Denver, Colorado—levies any sort of city or county income tax on nonresidents. In a post-pandemic economy, where remote and hybrid workplace flexibility remains...]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/0f70768f29.jpg" width="250px" alt="what is the income tax rate in florida"/></p>
<p>Interestingly, three of the states represented on the top 10 list—Arizona, California, and Illinois—provide employer withholding relief even though they lack a filing safe harbor. Furthermore, of the top 10 cities, only one—Denver, Colorado—levies any sort of city or county income tax on nonresidents. In a post-pandemic economy, where remote and hybrid workplace flexibility remains common, reciprocity agreements are especially valuable in scenarios in which an individual lives in one state and occasionally works from home in that state but sometimes commutes to a workplace in another state. For example, because Iowa and Nebraska lack a reciprocity agreement, an Iowa resident who occasionally commutes to an office in Omaha is currently required to file a nonresident return in Nebraska and a resident return in Iowa, on which the taxpayer claims Iowa’s credit for taxes paid to Nebraska.</p>
<h2>More Products from Intuit</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/Internal-Control1-min-2-300x200.png" width="257px" alt="what is the income tax rate in florida"/></p>
<p>But there’s no escaping federal tax withholding, as that includes both FICA and federal income taxes. The FICA tax withholding from each of your paychecks is your way of paying  into the Social Security and Medicare systems that you’ll benefit from in your retirement years. 16 Nonresidents with income from Colorado sources must file if they are required to file a federal return or incur any Colorado individual income <a href="https://www.bookstime.com/articles/purchases-journal">https://www.bookstime.com/articles/purchases-journal</a> tax liability. When taxpayers are left without guidance, in all but rare instances, they will take the path of least resistance and will not go out of their way to try to comply with unclear policies. For example, residents of states with low dollar thresholds—or with a filing or withholding threshold but not both—might choose to assume they qualify for filing and withholding relief in mutuality requirement states even without clear  guidance from those states.</p>
<h2>Other things to know about Florida state taxes</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/0ce9af76-4548-4ab3-ba22-8ed2d67a886d-300x200.jpg" width="250px" alt="what is the income tax rate in florida"/></p>
<p>She will still pay $3,600 total—the same total liability as if she were taxed exclusively by the higher-tax <a href="https://en.wikipedia.org/wiki/Normal_balance">normal balance</a> state—but $2,400 would be sent to her workplace state and $1,200 to her home state. Other states include Alaska, Florida, Nevada, South Dakota, Texas, Washington and Wyoming. (New Hampshire doesn’t tax wages but does tax investment earnings and dividends.) This means you do not have to file a state income tax return, unless you own a business or receive a portion of your income from rental properties.</p>
<h2>Florida Tax Tables 2024 &#8211; Tax Rates and Thresholds in Florida</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/06/b009516d-3383-470e-845f-6f5f3bc38a51.jpg" width="255px" alt="what is the income tax rate in florida"/></p>
<p>Other states <a href="https://www.bookstime.com/tax-rates/florida">florida income tax</a> that offer meaningful withholding relief to employers but are stingy in the filing relief they offer employees are California, Illinois, New Mexico, New York, South Carolina, and Vermont. States’ nonresident individual income tax filing requirements differ substantially from state to state but currently fall into 12 broad categories (shown in Figure 3). States that fall into the most burdensome category require individuals to file nonresident individual income tax returns if they receive any income sourced to the state.</p>
<div style='text-align:center'><iframe width='568' height='318' src='https://www.youtube.com/embed/eZOV5snn4kk' frameborder='0' alt='what is the income tax rate in florida' allowfullscreen></iframe></div>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/aeropay-express-reverse-factoring-1.png" width="251px" alt="what is the income tax rate in florida"/></p>
<p>This policy impacts various financial planning and investment aspects, underscoring Florida&#8217;s reputation as a tax-friendly state. Most consumer products are subject to these tax rates, including all electronics, clothing, cleaning supplies and furniture. For example, admission to one of Florida’s famous amusement parks is taxable, as are detective services and many rental services. Additionally, some counties also collect their own sales taxes of up to 2%, which means that actual rates paid in Florida may be as high as 8%. Here are the combined state and local sales tax rates for each of Florida’s counties. Florida’s official nickname is “The Sunshine State,” but it may as well be “The Low-Tax State.” That’s because Florida is the only state east of the Mississippi that doesn’t collect income taxes of any kind.</p>
<ul>
<li>While you might not have to file a tax return, there are many other ways the state collects money.</li>
<li>Furthermore, there is a lack of public guidance as to whether an individual hailing from a state with a filing or withholding threshold, but not both, would be eligible for both filing relief and withholding relief in a mutuality requirement state.</li>
<li>However, the state-sourced income filing thresholds in the other states are more generous.</li>
<li>This tax is progressive, which means the tax rate you pay — the percentage of each additional dollar that goes to the government — increases as your income increases.</li>
<li>In Maine, nonresident filing is required once the nonresident works in the state for more than 12 days and earns more than $3,000 in Maine.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/realestate-aidturk-min-300x200.jpg" width="256px" alt="what is the income tax rate in florida"/></p>
<p>Understanding and calculating your tax burden in Florida is crucial for effective financial planning. Various tools, including the Florida income tax calculator, can assist residents and businesses in estimating their tax liabilities. It&#8217;s important to consider all applicable taxes, including sales, property, and corporate taxes, to understand your financial obligations comprehensively.</p>
]]></content:encoded>
			<wfw:commentRss>http://huppertlawoffice.com/florida-income-tax-rates-for-2025/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>How to Audit Accounts Payable Ace Your Next AP Audit</title>
		<link>http://huppertlawoffice.com/how-to-audit-accounts-payable-ace-your-next-ap/</link>
		<comments>http://huppertlawoffice.com/how-to-audit-accounts-payable-ace-your-next-ap/#comments</comments>
		<pubDate>Thu, 02 Mar 2023 10:22:15 +0000</pubDate>
		<dc:creator><![CDATA[huppert]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://huppertlawoffice.com/?p=3054</guid>
		<description><![CDATA[It’s the amount a company owes for services rendered or goods received. Suppose the company you are auditing receives $2,000 in legal services in the last week of December 2019, but the law firm sends the related invoice in January 2020. The services were provided, but the payment was not made until after the year-end....]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/a90cac04-2a12-477a-b305-74fbaa166c70-300x200.jpg" width="257px" alt="how to audit accounts payable"/></p>
<p>It’s the amount a company owes for services rendered or goods received. Suppose the company you are auditing receives $2,000 in legal services in the last week of December 2019, but the law firm sends the related invoice  in January 2020. The services were provided, but the payment was not made until after the year-end. Consequently, the company should accrue (record) the $2,000 as payable at year-end. We test right and obligation <a href="https://www.pinterest.com/pin/1129770256523683198/">Certified Bookkeeper</a> assertion to see whether the client actually has liability for accounts payable reported. Likewise, we can test this assertion by vouching a sample of payable accounts to supporting documents.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/16c341c3-21d2-46b3-b7ee-93c9db491ffb.jpg" width="255px" alt="how to audit accounts payable"/></p>
<h2>By business need</h2>
<p>Mistakes like overpaying or double-paying vendors can cost you money. Peakflo’s automated PO matching ensures invoices match purchase orders. Any mismatches are flagged immediately, keeping your records clean. Building strong relationships with your vendors can help you negotiate better terms.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/what-is-depreciable-property-1.jpg" width="257px" alt="how to audit accounts payable"/></p>
<h2>The desired “state-of-the-art” solution</h2>
<p>Peakflo’s WhatsApp portal allows them to check orders, send invoices, and manage credit notes. This ensures their transactions are recorded without extra work for your team. Peakflo automates vendor management, purchase order creation, and invoice matching.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/total-manufacturing-cost-300x200.jpg" width="256px" alt="how to audit accounts payable"/></p>
<h2>How to perform an accounts payable audit</h2>
<div style='text-align:center'><iframe width='560' height='319' src='https://www.youtube.com/embed/OBaPSOt-4Ig' frameborder='0' alt='how to audit accounts payable' allowfullscreen></iframe></div>
<p>For example, the management  of the company may not want to record the liability and related expenses. Other procedures such as examining supporting documents and reconciling suppliers’ statements are also performed. Auditors verify proper disclosure by checking all the liabilities, calculations, and footnotes explaining unusual transactions in your year-end financial statements. They may also ask you to disclose a management representation letter that confirms your financial statements accurately represent your AP transactions. An accounts payable audit is an examination of your company&#8217;s accounts payable records. It verifies the accuracy, validity, and completeness of the payments made and liabilities owed to <a href="https://www.bookstime.com/articles/accounts-payable-audit">accounts payable audit</a> your suppliers.</p>
<ul>
<li>While they should be managed separately, dealing with both processes effectively ensures financial stability and prepares your business for future growth.</li>
<li>Regular AP audits enhance your organization&#8217;s financial health and integrity by identifying potential issues before they become major problems.</li>
<li>It’s important that both payable and receivable accounts are updated regularly to ensure the income statement is a true reflection of money earned and spent by your business.</li>
<li>Paying invoices too soon can leave you short on cash for other needs.</li>
<li>This is a short-term liquidity calculation that’s used to quantify the rate at which a business pays off its suppliers.</li>
</ul>
<h2>What are the differences between accounts payable and accounts receivable?</h2>
<p>All tasks happen in one system, so your records are accurate and updated automatically. This guide will walk you through practical ways to manage <a href="https://www.businessnewsdaily.com/16205-gross-vs-net-revenue.html">gross vs net</a> and record accounts payable with clarity and efficiency. By the end, you will have actionable tips to automate processes, improve cash flow, and build stronger vendor partnerships—all while staying compliant with bookkeeping standards. If SOPs are in place, auditors review them carefully and test a selection of transactions to ensure the AP team sticks to the rules.</p>
<p>Automation tools can improve efficiency and reduce the risk of errors or fraud through built-in controls and audit trails. Though there’s not a consistent set of standard operating procedures (SOPS) for AP audits, every company typically experiences an accounts payable audit in a series of phases. Auditors check whether company records adhere to the standards specified in the Generally Accepted Accounting Principles (GAAP). Although compliance creates extra work for businesses, these requirements are intended to prevent corporations from practicing fraudulent financial reporting.</p>
<ul>
<li>Undergoing a successful AP audit process requires careful planning, meticulous execution, and leveraging the right tools and technologies.</li>
<li>With the onslaught of cloud technology, the threat of losing everything when “the hard drive crashes” is no longer a reality.</li>
<li>Send confirmation letters to vendors asking them to verify balances owed.</li>
<li>With accounts payable software, you can automate your workflow and speed up the entire AP process to easily stay on top of your financial operations.</li>
<li>Usually, our main concern regarding the misstatement that could occur on accounts payable is the understatement of accounts payable as the fewer liabilities the company has the better it looks.</li>
</ul>
<h2>Reporting on AP audit findings</h2>
<p>Going digital makes the auditing process faster, easier, and cheaper. More importantly, it gives a business more space to pursue a progressive strategy and plan for future endeavors. It’s important to get on board now with the proper tools needed to prepare. With a strong AP department and the right software, there’s no need to fear accounting procedures any longer. It’s an independent and systematic look into a company’s AP records to ensure everything is being documented correctly. Luckily, most of the remedial AP audit tasks have been automated through various types of accounts payable software.</p>
]]></content:encoded>
			<wfw:commentRss>http://huppertlawoffice.com/how-to-audit-accounts-payable-ace-your-next-ap/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Double Declining Balance Method: Formula &amp; Free Template</title>
		<link>http://huppertlawoffice.com/double-declining-balance-method-formula-free/</link>
		<comments>http://huppertlawoffice.com/double-declining-balance-method-formula-free/#comments</comments>
		<pubDate>Tue, 20 Jul 2021 08:26:10 +0000</pubDate>
		<dc:creator><![CDATA[huppert]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://huppertlawoffice.com/?p=1720</guid>
		<description><![CDATA[Generally Accepted Accounting Principles (GAAP) allow for various depreciation methods, including DDB, as long as they provide a systematic and rational allocation of the cost of What is partnership accounting an asset over its useful life. First, determine the annual depreciation expense using the straight line method. This is done by subtracting the salvage value...]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpg;base64,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" width="250px" alt="double declining depreciation"/></p>
<p>
<p>Generally Accepted Accounting Principles (GAAP) allow for various depreciation methods, including DDB, as long as they provide a systematic and rational allocation of the cost of <a href="https://www.pinterest.com/pin/191121577931572764/">What is partnership accounting</a> an asset over its useful life. First, determine the annual depreciation expense using the straight line  method. This is done by subtracting the salvage value from the purchase cost of the asset, then dividing it by the useful life of the asset.</p>
</p>
<p>
<div style='text-align:center'><iframe width='560' height='313' src='https://www.youtube.com/embed/C1jUU6VIkqY' frameborder='0' alt='double declining depreciation' allowfullscreen></iframe></div>
</p>
<p>
<h2>A Simple Guide to the R&amp;D Tax Credit</h2>
</p>
<p>
<div style='text-align:center'><iframe width='565' height='314' src='https://www.youtube.com/embed/r6JG9dEfEO0' frameborder='0' alt='double declining depreciation' allowfullscreen></iframe></div>
</p>
<p>
<p>By applying the DDB depreciation method, you can depreciate these assets faster, capturing tax benefits more quickly and reducing your tax liability in the first few years after purchasing them. With the constant double depreciation rate and a successively lower depreciation base, charges calculated with this method <a href="https://www.pinterest.com/jackiebkorea/personal-finance/">https://www.pinterest.com/jackiebkorea/personal-finance/</a> continually drop. The balance of the book value is eventually reduced to the asset&#8217;s salvage value after the last depreciation period. However, the final depreciation charge may have to be limited to a lesser amount to keep the salvage value as estimated. Depreciation rates used in the declining balance method could be 150%, 200% (double), or 250% of the straight-line rate.</p>
</p>
<p>
<h2>Sum-of-the-Years’ Digits Method</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="254px" alt="double declining depreciation"/></p>
<p>
<p>What makes DDB unique is that the depreciation is recalculated annually, based on the remaining book value, not the original cost. This results in a steep decline in value in the first few years, tapering off over time. However, it’s important to ensure that the book value never drops below the salvage value—the estimated worth of the asset at the end of its useful life. To get a better grasp of double declining balance, spend a little time experimenting with this double declining balance calculator.</p>
</p>
<p>
<ul>
<li>Generally, the cost is allocated as depreciation expense among the periods in which the asset is expected to be used.</li>
<li>The ending book value for the first year becomes the beginning book value for the second year, and so on.</li>
<li>Under the generally accepted accounting principles (GAAP) for public companies, expenses are recorded in the same period as the revenue that is earned as a result of those expenses.</li>
<li>An exception to this rule is when an asset is disposed before its final year of its useful life, i.e. in one of its middle years.</li>
<li>An asset&#8217;s estimated useful life is a key factor in determining its depreciation schedule.</li>
</ul>
<p>
<h2>Double Declining Balance Method Example</h2>
</p>
<p>
<p>This article is a must-read for anyone looking to understand and effectively apply the DDB  method. Whether you&#8217;re a business owner, an accounting student, or a financial professional, you&#8217;ll find valuable insights and practical tips for mastering this method. FitBuilders estimates that the residual or salvage value at the end of the fixed asset’s life is $1,250. Since we already have an ending book value, let’s squeeze in the 2026 depreciation expense by deducting $1,250 from $1,620. The beginning book value is the cost of the fixed asset less any depreciation claimed in prior periods.</p>
</p>
<p>
<ul>
<li>Double declining balance is sometimes also called the accelerated depreciation method.</li>
<li>The older the computer gets, the more sluggish and bogged down it becomes.</li>
<li>If the beginning book value is equal (or almost equal) with the salvage value, don’t apply the DDB rate.</li>
<li>This method helps businesses save on taxes early on by showing higher expenses in the first few years.</li>
<li>Deductions are permitted to individuals and businesses based on assets placed in service during or before the assessment year.</li>
</ul>
<p>
<p>A disadvantage of the double declining method is that it is more difficult to calculate than the more traditional straight-line method of depreciation. Given the difficulty of calculation, this also means that it is easier to calculate the wrong amount of depreciation. Also, most assets are utilized at a consistent rate over their useful lives, which does not reflect the rapid rate of depreciation resulting from this method. Further, this approach results in the skewing of profitability results into future periods, which makes it more difficult to ascertain the true operational profitability of asset-intensive businesses.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpg;base64,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" width="251px" alt="double declining depreciation"/></p>
]]></content:encoded>
			<wfw:commentRss>http://huppertlawoffice.com/double-declining-balance-method-formula-free/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>MO, ABNB, TPL: Cash Cow Stocks With Large Free Cash Flow Margins</title>
		<link>http://huppertlawoffice.com/mo-abnb-tpl-cash-cow-stocks-with-large-free-cash/</link>
		<comments>http://huppertlawoffice.com/mo-abnb-tpl-cash-cow-stocks-with-large-free-cash/#comments</comments>
		<pubDate>Wed, 17 Feb 2021 17:57:11 +0000</pubDate>
		<dc:creator><![CDATA[huppert]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://huppertlawoffice.com/?p=21543</guid>
		<description><![CDATA[A positive net cash flow indicates a company had more cash flowing into it than out of it, while a negative net cash flow indicates it spent more than it earned. Some of the most common and consistent adjustments include depreciation and amortization. Cash flow is broken out into cash flow from operating activities, investing...]]></description>
				<content:encoded><![CDATA[<p>A positive net cash flow indicates a company had more cash flowing into it than out of it, while a negative net cash flow indicates it spent more than it earned. Some of the most common and consistent adjustments include depreciation and amortization. Cash flow is broken out into cash flow from operating activities, investing activities, and financing activities. The business brought in $53.66 billion through its regular operating activities. Meanwhile, it spent approximately $33.77 billion in investment activities, and a further $16.3 billion in financing activities, for a total cash outflow of $50.1 billion.</p>
<h2>Cash flow you can bank on</h2>
<p>A company’s accounting department keeps track of every transaction that involves cash, such as receiving money when a client pays an invoice or sending money out to make payroll or meet a loan payment. A cash flow statement is one the main financial statements that publicly traded companies typically prepare and publish for investors to review. The first step in preparing a cash flow statement is determining the starting balance of cash and cash equivalents at the beginning of the reporting period.</p>
<ul>
<li>If an adjustment to the amount of net income is in parentheses, it is subtracted from net income.</li>
<li>Using the direct method, actual cash inflows and outflows are known amounts.</li>
<li>Looking at your cash flow over time can help you determine whether your financial strategy will work for your business in the long run.</li>
<li>The second way to prepare the operating section of the statement of cash flows is called the indirect method.</li>
<li>A gain is measured by the proceeds from the sale minus the amount shown on the company’s books.</li>
</ul>
<h2>Free cash flow example</h2>
<p>The second way to prepare the operating section of the statement of cash flows is called the indirect method. Under the indirect method, the operating activities section of the statement of cash flows (SCF) begins with the company’s net income. Note that Good Deal Co.’s January net income of $0 appears as the first item in the operating activities section of the SCF. Since the net income was determined through the accrual basis of accounting, we will list the adjustments needed to convert the amount of net income to the net cash provided (used) by operating activities. The operating activities section of a cash flow statement summarizes cash inflows and outflows involved with running the business.</p>
<h2>Calculate Cash Flow from Operating Activities</h2>
<p>This can either be a negative or positive value, representing the cash the business either used or generated from operating activities. Thus, the free cash flow measure omits certain costs and expenses that are figured into the net income calculation, like taxes. This includes non-cash expenses, like depreciation, that don’t result in a change to the cash balance, which the FCF formula adjusts for.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpg;base64,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" width="250px" alt="cash flow"/></p>
<p>Financing activities detail cash flow from both debt and equity financing. Using the indirect method, actual cash inflows and outflows do not have to be known. The indirect method begins with net income or  loss from the income statement, then modifies the figure using balance sheet account increases and decreases, to compute implicit cash inflows and outflows. Add the net cash flows from operating, investing, and financing activities to determine the overall change in cash and cash equivalents for the period. Companies with strong financial flexibility fare better, especially when the economy experiences a downturn, by avoiding the costs of financial distress.</p>
<p>However, the indirect method also provides a means of reconciling items on the balance sheet to the net income on the income statement. As an accountant prepares the CFS using the indirect method, they can identify increases  and decreases in the balance sheet that are the result of non-cash transactions. As for the balance sheet, the net cash flow reported on the CFS should equal the net change in the various line items reported on the balance sheet. This excludes cash and cash equivalents and non-cash accounts, such as accumulated depreciation and accumulated amortization. For example, if you calculate cash flow for 2019, make sure you use 2018&nbsp;and 2019&nbsp;balance sheets. Dealing with cash flow issues is most difficult when you are starting a new business.</p>
<div style='text-align:center'><iframe width='567' height='318' src='https://www.youtube.com/embed/lkEtgnhsV04' frameborder='0' alt='cash flow' allowfullscreen></iframe></div>
<h2>Increase customer retention to secure regular revenue</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="258px" alt="cash flow"/></p>
<p>Cash flow statements have been required by the Financial Accounting Standards Board (FASB) since 1987. The bottom line reports the overall change in the company&#8217;s cash and equivalents over the last period. Enter your email address and we&#8217;ll send you MarketBeat&#8217;s <a href="https://www.business-accounting.net/cash-flow-to-creditors-calculator/">cash flow</a> list of seven stocks and why their long-term outlooks are very promising. MarketBeat keeps track of Wall Street&#8217;s top-rated and best performing research analysts and the stocks they recommend to their clients on a daily basis. MarketBeat has identified the five stocks that top analysts are quietly whispering to their clients to buy now before the broader market catches on&#8230; Receive our monthly newsletter and keep up with our latest developments and company news.</p>
<h2>Step 2: Determine the capital expenditures</h2>
<p>Next, you’ll calculate cash coming in from investments, such as selling an asset or receiving returns from an investment into your bank account. You also need to subtract the purchase of investments or assets—like machinery, vehicles, appliances or property—if you paid by cash. To give you a better idea of what a cash flow statement looks like and how to use it in your investment analysis, here&#8217;s a real-world example. This is Apple&#8217;s (AAPL 0.82%) cash flow statement from the first quarter of its 2025 fiscal year. Founded in 1993, The Motley Fool is a financial services company dedicated to making the world smarter, happier, and richer. The Motley Fool reaches millions of people every month through our premium investing solutions, free guidance and market analysis on Fool.com, top-rated podcasts, and non-profit The Motley Fool Foundation.</p>
<h2>Cash flow from investing</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="251px" alt="cash flow"/></p>
<p>A current asset whose ending balance should report the cost of a merchandiser’s products awaiting to be sold. The inventory of a manufacturer should report the cost of its raw materials, work-in-process, and finished goods. The cost of inventory should include all costs necessary to acquire the items and to get them ready for sale. Sales are reported in the accounting period in which title to the merchandise was transferred from the seller to the buyer. You should consider our materials to be an introduction to selected accounting and bookkeeping topics (with complexities likely omitted).</p>
<ul>
<li>In estimating your cash flow needs for your startup, include your personal living expenses that will need to come out of the business.</li>
<li>For more information, generate reports to get detailed financial and project costs.</li>
<li>Changes in cash from financing are cash-in when capital is raised and cash-out when dividends are paid.</li>
<li>This section reflects cash spent or earned from investment-related transactions.</li>
<li>So, even if you see income reported on your income statement, you may not have the cash from that income on hand.</li>
<li>It does this by subtracting the money spent on capital expenditures.</li>
</ul>
<p>But they only factor into determining the operating activities section of the CFS. As such, net earnings have nothing to do with the investing or financial activities sections of the CFS. Cash flow is the movement of money into and out of a company over a certain period of time. If the company&#8217;s inflows of cash exceed its outflows, its net cash flow is positive. Public companies must report their cash flows on their financial statements.</p>
<h2>Is the Indirect Method of the Cash Flow Statement Better Than the Direct Method?</h2>
<p>An adjustment to net income that is not in parentheses is a positive amount, which indicates the cash amount was more than the related amount on the income statement. A positive adjustment can also be interpreted to be favorable for the company’s cash balance. Cash flow is calculated by adding any cash that came into the company over a period of time, and subtracting any outflows of cash over the same period. If a company brought in more cash than it paid out, it had positive cash flow over the period. If a company paid out more cash than it brought in, then it had negative cash flow over the period. At the bottom of the cash flow statement, the three sections are summed to total a $3.5 billion increase in cash and cash equivalents over the course of the reporting period.</p>
]]></content:encoded>
			<wfw:commentRss>http://huppertlawoffice.com/mo-abnb-tpl-cash-cow-stocks-with-large-free-cash/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
