{"id":356,"date":"2023-06-09T20:07:43","date_gmt":"2023-06-09T18:07:43","guid":{"rendered":"http:\/\/senecus-pflege.de\/?p=356"},"modified":"2025-03-25T16:50:31","modified_gmt":"2025-03-25T15:50:31","slug":"what-is-accounting-equation-components","status":"publish","type":"post","link":"http:\/\/senecus-pflege.de\/index.php\/2023\/06\/09\/what-is-accounting-equation-components\/","title":{"rendered":"What is Accounting Equation? Components, Applications and Examples"},"content":{"rendered":"<p>Equity comprises various components, primary among them being retained earnings, contributed capital, and additional paid-in capital. Retained earnings represent the cumulative profits that have been reinvested in the business rather than distributed to shareholders as dividends. This measure directly reflects the company\u2019s profitability over time and indicates how effectively management has utilized profits to grow the business. Put another way, it is the amount that would remain if the company liquidated all of its assets and paid off all of its debts. The accounting equation is also called the basic accounting equation or the balance sheet equation. Additionally, you can use your cover letter to detail other experiences you have with the accounting equation.<\/p>\n<h2>Purchasing a Machine with Cash and Credit<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"the accounting equation may be expressed as\"\/><\/p>\n<p>So, while the accounting equation gives numerical balance, it lacks the necessary depth to make informed operational decisions. Time value of money (TVM) refers to the concept that money available today is worth more than the same amount in the future due to its earning potential. However, the accounting equation treats all values at face value regardless of when they are realized. As we previously mentioned, the accounting equation is the same for all businesses.<\/p>\n<ul>\n<li>This relationship is critical during financial distress, as it directly reflects how quickly a company can convert its assets into cash.<\/li>\n<li>In other words, it represents the financial position of a company at a specific point in time.<\/li>\n<li>Even when the balance sheet balances itself out, there is still a possibility of error that doesn\u2019t involve the accounting equation.<\/li>\n<li>The accounting equation focuses on your balance sheet, which is a historical summary of your company, what you own, and what you owe.<\/li>\n<li>The accounting equation ensures the balance sheet is balanced, which means the company is recording transactions accurately.<\/li>\n<\/ul>\n<h2>Streamline your financial reports with ease<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"251px\" alt=\"the accounting equation may be expressed as\"\/><\/p>\n<p>In the field of accounting, assets are defined as economic resources that are expected to provide future benefits or utilities to an entity. These resources are often classified based on their liquidity and the time frame in which they are expected to be converted into cash or consumed. The two primary categories of assets are current assets and non-current assets, both of which play a vital role in the accounting equation. These may include loans,&nbsp;accounts payable, mortgages, deferred revenues, bond issues, warranties, and accrued expenses. In fact, most businesses don\u2019t rely on single-entry accounting because they need more than what single-entry can provide.<\/p>\n<h2>What is the Difference Between the Accounting Equation and the Working Capital Formula?<\/h2>\n<ul>\n<li>The basic accounting equation is a fundamental concept in accounting that states that assets must always equal liabilities plus equity.<\/li>\n<li>Creating the balance sheet statement is one of the last steps in the accounting cycle, and it is done after double-entry bookkeeping.<\/li>\n<li>These resources are often classified based on their liquidity and the time frame in which they are expected to be converted into cash or consumed.<\/li>\n<li>Aspects like customer satisfaction, supply chain efficiency, and innovation efforts can go missing even though they can directly impact the company\u2019s current and future performance.<\/li>\n<li>Therefore, while the accounting equation is a fundamental tool, a lack of consideration for the time value of money limits its usefulness in long-term financial planning.<\/li>\n<li>As market conditions keep fluctuating, asset value also changes, but these changes are not reflected in the financial statements when historical cost is used.<\/li>\n<\/ul>\n<p>By understanding how assets, liabilities, and owner\u2019s equity are related, one can gain a better understanding of a company\u2019s financial health and its ability to generate future profits. This balance of assets, liabilities, and equity in the accounting equation emphasizes the principle that all resources must be accounted for, ensuring that a company\u2019s financials remain in equilibrium. Any increase or decrease in assets must correspond with an equal change in either liabilities or equity.<\/p>\n<h2>Double Declining Balance Depreciation Formula: A Comprehensive Guide<\/h2>\n<ul>\n<li>Liabilities refer to the obligations that a company owes to others and are expected to be settled in the future.<\/li>\n<li>Historical cost is the original price paid for an asset without accounting for changes in its value over time.<\/li>\n<li>In other words, the total amount of all assets will always equal the sum of liabilities and shareholders\u2019 equity.<\/li>\n<li>Liabilities are obligations that a company owes to others, such as loans or accounts payable.<\/li>\n<li>Below are some examples of transactions and how they affect the accounting equation.<\/li>\n<\/ul>\n<p>This means that the accounting equation is used to determine the value of the company that is owned by the shareholders. Another important aspect of financial analysis that stems from the accounting equation is the derivation of key financial ratios, such as the debt-to-equity ratio. This ratio is calculated as total liabilities divided by shareholders\u2019 equity and serves to measure the degree of financial leverage a company is utilizing. A higher debt-to-equity ratio indicates a reliance on borrowed funds, which can signal risk to investors. Conversely, a lower  ratio suggests a more stable financing structure, potentially leading to increased investor confidence. A company&#8217;s quarterly and annual reports are basically derived directly from the accounting equations used in bookkeeping practices.<\/p>\n<p>Moreover, equity is not static; it fluctuates with the ebbs and flows of business performance. When a company is profitable, retained earnings increase, thereby boosting equity; conversely, losses can decrease equity, signaling potential financial difficulties. Thus, equity is not only a critical component of the accounting equation but also an essential indicator of a company\u2019s financial health and operational effectiveness. By understanding how equity integrates within the larger framework of the accounting equation, stakeholders can gain valuable insights into the company\u2019s net worth and sustainability.<\/p>\n<ul>\n<li>It shows how a company\u2019s resources (assets) are funded either by debt (liabilities) or by contributions from the owners or shareholders (equity).<\/li>\n<li>As an integral concept in modern accounting, the accounting equation serves as the basis for keeping the books balanced across a specific accounting cycle.<\/li>\n<li>For example, an increase in an asset account can be matched by an equal increase to a related liability or shareholder\u2019s equity account such that the accounting equation stays in balance.<\/li>\n<li>In essence, the accounting equation connects the resources a business has at its disposal with the claims against those resources.<\/li>\n<\/ul>\n<h2>Arrangement #2: Net Value = Assets \u2013 Liabilities<\/h2>\n<p>The accounting equation states that a company\u2019s total assets are equal to the sum of its liabilities and its shareholders\u2019 equity. As an integral concept in modern accounting, the accounting equation serves as the basis for keeping the books balanced across a specific accounting cycle. It empowers an organization to understand its financial health and stability, enabling effective financial planning and resource allocation. By understanding the essence and implications of the accounting equation, an organization can effectively maintain its books of accounts to achieve and maintain financial stability in the long run. You can automatically generate and send invoices using this accounting software.<\/p>\n<p>The term capital includes the capital introduced by the business owner plus or minus any profits or losses made by the business. Profits retained in the business will increase capital and losses will decrease capital. The accounting equation will always balance because the dual aspect of accounting for income and expenses  will result in equal increases or decreases to assets or liabilities. In summary, the basic accounting equation is a fundamental concept in accounting.<\/p>\n<h2>The basic accounting equation at a glance<\/h2>\n<div style='text-align:center'><iframe width='560' height='316' src='https:\/\/www.youtube.com\/embed\/6VpALydb4-0' frameborder='0' alt='the accounting equation may be expressed as' allowfullscreen><\/iframe><\/div>\n<p>Debits increase assets and expenses, while credits increase liability and equity. In every transaction, debit and credit must always balance out <a href=\"https:\/\/www.business-accounting.net\/the-accounting-equation-may-be-expressed-as\/\">the accounting equation may be expressed as<\/a> to ensure the financial statements accurately reflect the company\u2019s financial position. Liabilities are a critical component of the accounting equation, which states that assets are equal to liabilities plus equity. Liabilities represent the company\u2019s obligations or debts that arise during business operations, indicating a future sacrifice of economic benefits.<\/p>\n<h2>What are the elements of financial position?<\/h2>\n<p>This relationship is critical during financial distress, as it directly reflects how quickly a company can convert its assets into cash. The accounting equation may be expressed as a tool for assessing risk; companies with high liabilities relative to their assets may face greater financial pressures during downturns. On the other hand, long-term liabilities are obligations that are due beyond one year. These liabilities are often necessary for funding large capital expenditures, such as property or equipment, thus facilitating growth opportunities for businesses. In above example, we have observed the impact of twelve different transactions on accounting equation. Since the balance sheet is founded on the principles of the accounting equation, this equation can also be said to be responsible for estimating the net worth of an entire company.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Equity comprises various components, primary among them being retained earnings, contributed capital, and additional paid-in capital. Retained earnings represent the cumulative profits that have been reinvested in the business rather than distributed to shareholders as dividends. This measure directly reflects the company\u2019s profitability over time and indicates how effectively management has utilized profits to grow [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"ocean_post_layout":"","ocean_both_sidebars_style":"","ocean_both_sidebars_content_width":0,"ocean_both_sidebars_sidebars_width":0,"ocean_sidebar":"","ocean_second_sidebar":"","ocean_disable_margins":"enable","ocean_add_body_class":"","ocean_shortcode_before_top_bar":"","ocean_shortcode_after_top_bar":"","ocean_shortcode_before_header":"","ocean_shortcode_after_header":"","ocean_has_shortcode":"","ocean_shortcode_after_title":"","ocean_shortcode_before_footer_widgets":"","ocean_shortcode_after_footer_widgets":"","ocean_shortcode_before_footer_bottom":"","ocean_shortcode_after_footer_bottom":"","ocean_display_top_bar":"default","ocean_display_header":"default","ocean_header_style":"","ocean_center_header_left_menu":"","ocean_custom_header_template":"","ocean_custom_logo":0,"ocean_custom_retina_logo":0,"ocean_custom_logo_max_width":0,"ocean_custom_logo_tablet_max_width":0,"ocean_custom_logo_mobile_max_width":0,"ocean_custom_logo_max_height":0,"ocean_custom_logo_tablet_max_height":0,"ocean_custom_logo_mobile_max_height":0,"ocean_header_custom_menu":"","ocean_menu_typo_font_family":"","ocean_menu_typo_font_subset":"","ocean_menu_typo_font_size":0,"ocean_menu_typo_font_size_tablet":0,"ocean_menu_typo_font_size_mobile":0,"ocean_menu_typo_font_size_unit":"px","ocean_menu_typo_font_weight":"","ocean_menu_typo_font_weight_tablet":"","ocean_menu_typo_font_weight_mobile":"","ocean_menu_typo_transform":"","ocean_menu_typo_transform_tablet":"","ocean_menu_typo_transform_mobile":"","ocean_menu_typo_line_height":0,"ocean_menu_typo_line_height_tablet":0,"ocean_menu_typo_line_height_mobile":0,"ocean_menu_typo_line_height_unit":"","ocean_menu_typo_spacing":0,"ocean_menu_typo_spacing_tablet":0,"ocean_menu_typo_spacing_mobile":0,"ocean_menu_typo_spacing_unit":"","ocean_menu_link_color":"","ocean_menu_link_color_hover":"","ocean_menu_link_color_active":"","ocean_menu_link_background":"","ocean_menu_link_hover_background":"","ocean_menu_link_active_background":"","ocean_menu_social_links_bg":"","ocean_menu_social_hover_links_bg":"","ocean_menu_social_links_color":"","ocean_menu_social_hover_links_color":"","ocean_disable_title":"default","ocean_disable_heading":"default","ocean_post_title":"","ocean_post_subheading":"","ocean_post_title_style":"","ocean_post_title_background_color":"","ocean_post_title_background":0,"ocean_post_title_bg_image_position":"","ocean_post_title_bg_image_attachment":"","ocean_post_title_bg_image_repeat":"","ocean_post_title_bg_image_size":"","ocean_post_title_height":0,"ocean_post_title_bg_overlay":0.5,"ocean_post_title_bg_overlay_color":"","ocean_disable_breadcrumbs":"default","ocean_breadcrumbs_color":"","ocean_breadcrumbs_separator_color":"","ocean_breadcrumbs_links_color":"","ocean_breadcrumbs_links_hover_color":"","ocean_display_footer_widgets":"default","ocean_display_footer_bottom":"default","ocean_custom_footer_template":"","ocean_post_oembed":"","ocean_post_self_hosted_media":"","ocean_post_video_embed":"","ocean_link_format":"","ocean_link_format_target":"self","ocean_quote_format":"","ocean_quote_format_link":"post","ocean_gallery_link_images":"on","ocean_gallery_id":[],"footnotes":""},"categories":[10],"tags":[],"class_list":["post-356","post","type-post","status-publish","format-standard","hentry","category-bookkeeping","entry"],"_links":{"self":[{"href":"http:\/\/senecus-pflege.de\/index.php\/wp-json\/wp\/v2\/posts\/356","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/senecus-pflege.de\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/senecus-pflege.de\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/senecus-pflege.de\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/senecus-pflege.de\/index.php\/wp-json\/wp\/v2\/comments?post=356"}],"version-history":[{"count":1,"href":"http:\/\/senecus-pflege.de\/index.php\/wp-json\/wp\/v2\/posts\/356\/revisions"}],"predecessor-version":[{"id":357,"href":"http:\/\/senecus-pflege.de\/index.php\/wp-json\/wp\/v2\/posts\/356\/revisions\/357"}],"wp:attachment":[{"href":"http:\/\/senecus-pflege.de\/index.php\/wp-json\/wp\/v2\/media?parent=356"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/senecus-pflege.de\/index.php\/wp-json\/wp\/v2\/categories?post=356"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/senecus-pflege.de\/index.php\/wp-json\/wp\/v2\/tags?post=356"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}