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\" width=\"609px\" alt=\"price level accounting\"\/><\/p>\n<p><p>Price levels may be expressed in small ranges, such as ticks with securities prices, or presented as a discrete value such as a dollar figure. The percent inflation rate is calculated as the CPI at the end of the period divided by the CPI at the beginning of the period multiplied by 100. Take self-paced courses to master the fundamentals of finance and connect with like-minded individuals. Ask a question about your financial situation providing as much detail as possible.<\/p>\n<\/p>\n<p><h2>Mid-Period Conversion<\/h2>\n<\/p>\n<p><p>Employees, the public and the investors are not misled using inflation accounting which shows realistic profits. Without adjusting the price changes, higher profits create resentment and urge for higher wages among the workers. Moreover, new entrepreneurs get attracted by excessive profits to enter the business.<\/p>\n<\/p>\n<p><p>When a company operates in a country where there is a significant amount of price&nbsp;inflation&nbsp;or&nbsp;deflation, historical information on financial statements is no longer relevant. To counter this issue, in certain cases, companies are permitted  to use inflation-adjusted figures, restating numbers to reflect current economic values. Depreciation is charged on the current value of assets in price level accounting.<\/p>\n<\/p>\n<p><h2>What is the current purchasing power method?<\/h2>\n<\/p>\n<p><p>Depreciation calculated on historical costs may not reflect the true wear and tear of an asset in real terms. PLA recalculates depreciation based on current price levels, providing a more accurate measure of an asset\u2019s value over time. Inflation accounting is a special technique used to factor in the impact that soaring or plummeting costs of goods in some regions of the world have on the reported figures of international companies. Financial statements are adjusted according to price indexes, rather than relying solely on a&nbsp;cost accounting&nbsp;basis, to paint a clearer picture of a firm\u2019s financial position in inflationary environments.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='561' height='316' src='https:\/\/www.youtube.com\/embed\/BbQFdH0ooF4' frameborder='0' alt='price level accounting' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Price Level Accounting is an accounting approach that adjusts financial statements to reflect changes in the general price level, often due to inflation or deflation. Traditional accounting records assets, liabilities, revenues, and expenses at historical cost, which can distort the financial position during periods of significant price changes. Price Level Accounting, therefore, adjusts these amounts to current price levels, providing a more accurate and realistic view of a company\u2019s financial health. This method helps in maintaining the purchasing power of capital and ensures that financial statements reflect the true economic value of assets and liabilities.<\/p>\n<\/p>\n<p><h2>thoughts on \u201cPrice Level Accounting, Need, Methods, Issues\u201d<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"604px\" alt=\"price level accounting\"\/><\/p>\n<p><p>Convert the figures in current dollars in 2025 using the general price index of 500. Examples of monetary items include cash, accounts payable, accounts receivable, and long-term debt. PLA helps in maintaining the real value of a company\u2019s capital by ensuring that it is not eroded by inflation. This is particularly important for companies looking to sustain operations and growth over the long term.<\/p>\n<\/p>\n<p><h2>Which of these is most important for your financial advisor to have?<\/h2>\n<\/p>\n<p><p>The social image of the company that prepares the financial statements adjusted to the price level changes gets improved. Hence, the CPP method considers changes in price levels that are denoted by <a href=\"https:\/\/cryptolisting.org\/blog\/what-are-the-main-technique-are-price-level-accounting\">price level accounting<\/a> the general price index. Historical financial statements show transactions at various points in time and, as such, they also show replacement purchasing powers at various points in time. Support is a price level where a downtrend is expected to pause due to a concentration of demand. As the price of a security drops, demand for the shares increases, forming the support line.<\/p>\n<\/p>\n<ol>\n<li>As in the case of the definition of price in the economy, demand for a security increases when its price drops.<\/li>\n<li>Implementing PLA can be costly due to the need for additional resources, such as specialized software and trained personnel.<\/li>\n<li>The movement in prices is used as a reference for inflation and deflation, or the rise and fall of prices in the economy.<\/li>\n<\/ol>\n<p><p>The price level accounting establishes a realistic price for the shares which also affects the investment market of the company. Non-monetary items such as stocks, plants, and buildings increase in value in an inflationary context. Monetary items are those assets and liabilities that represent a claim to receive, or an obligation to pay, a fixed amount of foreign currency.<\/p>\n<\/p>\n<p><p>By providing more accurate and realistic financial information, PLA enhances transparency and credibility. This, in turn, boosts investor confidence in the company\u2019s financial health and long-term viability. Helps the company to maintain real capital to avoid payment of taxes and dividends out of the capital due to inflated  profits in accounting historically. Finance Strategists is a leading financial education organization that connects people with financial professionals, priding itself on providing accurate and reliable financial information to millions of readers each year.<\/p>\n<\/p>\n<p><p>In this method of price level accounting, all the liabilities and assets are represented in the balance sheet at the current values. The difference in the net assets calculated at the beginning and end of the accounting period is ascertained which is known as the profit or loss. The company reports very high profits during high inflation but on the other way faced financial difficulties. This happens because the taxes and dividends have been paid from the capital as a result of overstated profits arisen out of adopting the historical cost concept.<\/p>\n<\/p>\n<p><p>Chief among them, matching current revenues with current costs provides a much more realistic breakdown of profitability. Both IFRS and GAAP have been treating Argentina as \u201chyperinflationary\u201d since 2018 because cumulative inflation there over the prior three years has exceeded 100%. However, the requirements they impose on companies operating in the country vary. Records the impact of revaluation surplus on the financial results, showing the effects of price level changes. Captures the increase in asset value due to adjustments for price level changes. The Hybrid Method combines elements of both the CPP and CCA methods to adjust financial statements.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='569' height='316' src='https:\/\/www.youtube.com\/embed\/iNzfCpgj0ws' frameborder='0' alt='price level accounting' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Price levels may be expressed in small ranges, such as ticks with securities prices, or presented as a discrete value [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[20],"tags":[],"class_list":["post-50440","post","type-post","status-publish","format-standard","hentry","category-cryptocurrency-service-4"],"_links":{"self":[{"href":"https:\/\/european-naturopathic-congress.com\/index.php\/wp-json\/wp\/v2\/posts\/50440","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/european-naturopathic-congress.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/european-naturopathic-congress.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/european-naturopathic-congress.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/european-naturopathic-congress.com\/index.php\/wp-json\/wp\/v2\/comments?post=50440"}],"version-history":[{"count":1,"href":"https:\/\/european-naturopathic-congress.com\/index.php\/wp-json\/wp\/v2\/posts\/50440\/revisions"}],"predecessor-version":[{"id":50441,"href":"https:\/\/european-naturopathic-congress.com\/index.php\/wp-json\/wp\/v2\/posts\/50440\/revisions\/50441"}],"wp:attachment":[{"href":"https:\/\/european-naturopathic-congress.com\/index.php\/wp-json\/wp\/v2\/media?parent=50440"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/european-naturopathic-congress.com\/index.php\/wp-json\/wp\/v2\/categories?post=50440"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/european-naturopathic-congress.com\/index.php\/wp-json\/wp\/v2\/tags?post=50440"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}