{"id":3827,"date":"2021-04-20T11:42:31","date_gmt":"2021-04-20T11:42:31","guid":{"rendered":"https:\/\/hiper.ao\/mideamodocacimbo\/?p=3827"},"modified":"2022-09-02T20:16:22","modified_gmt":"2022-09-02T20:16:22","slug":"matching-principle-examples","status":"publish","type":"post","link":"https:\/\/hiper.ao\/mideamodocacimbo\/2021\/04\/20\/matching-principle-examples\/","title":{"rendered":"Matching Principle Examples"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Matching vs. Accruals vs. Cash Basis<\/a><\/li>\n<li><a href=\"#toc-1\">Examples<\/a><\/li>\n<li><a href=\"#toc-2\">Accrued expenses<\/a><\/li>\n<li><a href=\"#toc-3\">Matching principle<\/a><\/li>\n<li><a href=\"#toc-4\">What Is Revenue Recognition Principle?<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"matching principle example\"\/><\/p>\n<p>To correct a lag situation, accountants often post accrued expense amounts that represent the normal monthly expense amount. These accruals maintain the standards of the matching principle since all revenues will be matched with the expenses incurred to generate those revenues in the same period. In order to apply the matching principle, management of a company is required to apply judgment to estimate the timing and amount of revenues and expenses. Prudence concept, which is a related accounting principle, requires companies not to overstate revenues, understate expenses, overstate assets and\/or understate liabilities. The matching principle is an accounting concept that dictates that companies report expenses at the same time as the revenues they are related to. Revenues and expenses are matched on the income statement for a period of time (e.g., a year, quarter, or month).<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"matching principle example\"\/><\/p>\n<p>Expenditures that provide benefits for more than one year should be allocated across the asset\u2019s useful life assumption. The fee for this month from the 15th to the 30th, when the adjustment entry is made, is Rs.3,000. This principle can be easily applied when there is a direct causal relationship between income and expenditure.<\/p>\n<h2 id=\"toc-0\">Matching vs. Accruals vs. Cash Basis<\/h2>\n<p>The amount of wages your employees earn between April 24 and May 1 amount to $4,150. In order to properly account for these wages in the correct month , you will need to accrue payroll expenses in the amount of $4,150. By accruing the $900 in January, Jim will ensure that he is in compliance with the matching principle of reporting expenses in the same time period as sales.<\/p>\n<ul>\n<li>This means that both should be recorded in the November income statement.<\/li>\n<li>The matching principle ensures that accounting principles are clear and not misleading.<\/li>\n<li>In addition, it helps to map the revenue in the form of lease rental generated during the corresponding expenses.<\/li>\n<li>Each dollar or unit of currency spent must have an offset, such as wages paid or items purchased for the business.<\/li>\n<li>While matching primary accounting accurately portrays the organization&#8217;s finances, it frequently overlooks the consequences of inflation.<\/li>\n<\/ul>\n<p>The matching principle also states that expenses should be recognized in a \u201crational and systematic\u201d manner. This is the key concept behind depreciation where an asset\u2019s cost is recognized over many periods. Several examples of the matching principle are noted below, for commissions, depreciation, bonus payments, wages, and the cost of goods sold. Another benefit <a href=\"https:\/\/online-accounting.net\/\">https:\/\/online-accounting.net\/<\/a> is a more accurate reporting of a business&#8217; operating results because the revenues and expenses were matched at the same time. Certain financial elements of business also benefit from the use of the matching principle. The matching principle allows distributing an asset and matching it over the course of its useful life in order to balance the cost over a period.<\/p>\n<h2 id=\"toc-1\">Examples<\/h2>\n<p>Imagine that a bakery wants to expand its building because it believes it will be beneficial for its business. Because there&#8217;s no definitive proof that the expansion will be beneficial and profitable, the bakery will take the useful life of the expanded area and depreciate the total cost over that lifetime. If the bakery costs $15 million and the estimated lifespan is 15 years, the company would distribute $1 million of depreciation expense every year for <a href=\"https:\/\/online-accounting.net\/the-matching-principle\/\">matching principle example<\/a> that lifespan. This means the expenses will accrue regardless of if the bakery&#8217;s expansion is profitable or not. The expense must relate to the period in which the expense occurs rather than on the period of actually paying invoices. For example, if a business pays a 10% commission to sales representatives at the end of each month. If the company has $50,000 in sales in the month of December, the company will pay the commission of $5,000 next January.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is IFRS 15 for dummies?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>IFRS 15 establishes the principles that an entity applies when reporting information about the nature, amount, timing and uncertainty of revenue and cash flows from a contract with a customer.<\/p>\n<\/div><\/div>\n<\/div>\n<p>It may last for ten or more years, so businesses can distribute the expense over ten years instead of a single year. The  Ascent is a Motley Fool service that rates and reviews essential products for your everyday money matters.<\/p>\n<h2 id=\"toc-2\">Accrued expenses<\/h2>\n<p>Sometimes, expenditures are incurred either in advance or subsequent to the accounting period even though they relate to expenses for goods or services sold during the current accounting period. Looking for training on the income statement, balance sheet, and statement of cash flows? At some point managers need to understand the statements and how you affect the numbers. Learn more about financial ratios and how they help you understand financial statements.<\/p>\n<div style='border: black solid 1px;padding: 15px;'>\n<h3>A Guide to the Matching Principle &#8211; The Motley Fool<\/h3>\n<p>A Guide to the Matching Principle.<\/p>\n<p>Posted: Thu, 30 Apr 2020 07:00:00 GMT [<a href='https:\/\/www.fool.com\/the-ascent\/small-business\/accounting\/articles\/matching-principle\/' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>You purchase a bike for $200 in 2019 and it&#8217;s expected to have a lifespan of 10 years. The cost of  the bike will need to be matched with the revenue it&#8217;s made you.<\/p>\n<h2 id=\"toc-3\">Matching principle<\/h2>\n<p>Each individual&#8217;s unique needs should be considered when deciding on chosen products. Looking at the cash flow, investors will be able to see whether there is enough cash to cover the company\u2019s payables. Financial Intelligence takes you through all the financial statements and financial jargon giving you the confidence to understand what it all means and why it matters. Another matching principle example can be considered of the service income received on Dec 27th. However, a temporary entry is made on Dec 22nd since John received the contract on this date, and as on that day, he needs to show the supposed value of the transaction . Understand what the matching principle is, identify the benefits and challenges of the matching principle, and see examples.<\/p>\n<p>For example, accruals basis of accounting requires the recognition of the estimated tax expense in the current accounting period even though the actual settlement of the provision may occur in the subsequent period. Though matching and accrual-based accounting sound similar, the matching concept is better than the accrual basis. For instance, a company would recognize the estimated tax expense under an accrual basis in the current accounting period despite the actual settlement happening in the subsequent period. Product costs that the company is yet to match to the revenue come on the balance sheet as an asset. The income statement shows the product costs that the account managers match to the revenue and the period costs of the current period.<\/p>\n<p>Expenses not directly tied to revenue production should be expensed immediately in the current period. Overall, the matching principle provides investors with a normalized income state and streamlined information regarding a company&#8217;s profitability and its ability to efficiently operate. For example, a business spends $20 million on a new location with the expectation that it lasts for 10 years. The business then disperses the $20 million in expenses over the ten-year period. If there is a loan, the expense may include any fees and interest charges as part of the loan term. This disbursement continues even if the business spends the entire $20 million upfront.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"259px\" alt=\"matching principle example\"\/><\/p>\n<p>The customer may not make a purchase until weeks, months, or years later. It\u2019s not always possible to directly correlate revenue to spending in these cases. Expenses for online search ads appear in the expense period instead of dispersing over time.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Matching vs. Accruals vs. Cash Basis Examples Accrued expenses Matching principle What Is Revenue Recognition Principle? To correct a lag situation, accountants often post accrued expense amounts that represent<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"spay_email":"","footnotes":""},"categories":[138],"tags":[],"class_list":["post-3827","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"jetpack_featured_media_url":"","_links":{"self":[{"href":"https:\/\/hiper.ao\/mideamodocacimbo\/wp-json\/wp\/v2\/posts\/3827","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/hiper.ao\/mideamodocacimbo\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/hiper.ao\/mideamodocacimbo\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/hiper.ao\/mideamodocacimbo\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/hiper.ao\/mideamodocacimbo\/wp-json\/wp\/v2\/comments?post=3827"}],"version-history":[{"count":1,"href":"https:\/\/hiper.ao\/mideamodocacimbo\/wp-json\/wp\/v2\/posts\/3827\/revisions"}],"predecessor-version":[{"id":3828,"href":"https:\/\/hiper.ao\/mideamodocacimbo\/wp-json\/wp\/v2\/posts\/3827\/revisions\/3828"}],"wp:attachment":[{"href":"https:\/\/hiper.ao\/mideamodocacimbo\/wp-json\/wp\/v2\/media?parent=3827"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/hiper.ao\/mideamodocacimbo\/wp-json\/wp\/v2\/categories?post=3827"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/hiper.ao\/mideamodocacimbo\/wp-json\/wp\/v2\/tags?post=3827"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}