{"id":2470,"date":"2019-06-04T10:16:35","date_gmt":"2019-06-04T10:16:35","guid":{"rendered":"http:\/\/www.isysnsol.com\/TMi\/?p=2470"},"modified":"2023-02-23T12:56:24","modified_gmt":"2023-02-23T12:56:24","slug":"doc-accounting-equation-the-basic-accounting","status":"publish","type":"post","link":"http:\/\/www.isysnsol.com\/TMi\/bookkeeping\/doc-accounting-equation-the-basic-accounting\/","title":{"rendered":"DOC Accounting equation The basic accounting equation marife cornejo"},"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\">Strategic Analysis<\/a><\/li>\n<li><a href=\"#toc-1\">What is the Accounting Formula?<\/a><\/li>\n<li><a href=\"#toc-2\">Accounting Business and Society<\/a><\/li>\n<li><a href=\"#toc-3\">Basis of Accounting Equation:<\/a><\/li>\n<li><a href=\"#toc-4\">Sold goods on debt and then collected the debt<\/a><\/li>\n<li><a href=\"#toc-5\">Additional Resources<\/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=\"250px\" alt=\"analysis\"\/><\/p>\n<p>These may be partially owned by the owners and partially owned by outsiders . There are many others providing the same services but what makes us different from them is our determined and dedicated work and providing the best output. We have the best professionals and the best tutors who provide classes online and take your queries.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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69L0eu+Xc+KULk6BpdnT78Yp99\/yF+ylRLogd4Vr0k7I3mu0WYbj\/EOH\/l2MaOngR7onUBvqWhmXrGR5PLs6b9FqB9AjVqev5US6IHe5a8pdgfyolLwvh6WQOU7fIy3i8meBnqgdwK9xXBPQ6oWYZQ9y+FLM9RPc56\/lRLogd7lr9nVqugTtR6mp7MdPrIbDsdPA707Hky1bxnY7NBbT+yF7STr7tsNavu7Ny7YSgn0QO8W6Jkb1tL16GU7fOR3WY+eBnpvdjDfQK\/cSbKkhVlUUOi+gf78rZRAD\/Rugp6Z+UVYpR69bIePEXqjp4Ee6J2L3m6SrVSbqS27xQnhgq2UQA\/0rnjNns096mwfmtFi93FPL38a6IHeiewKo6+7HWVPpda8akvqx5jP3koJ9EDvitc02U2jbfTDYoSwWJ5Ab\/Q00AO9E+itRuthRtlTSGVQZSv50O9pf+ZWSqAHele8Jmy+OaEbb1msl7fLtnb4yNEbPw30QO84ev3i02EbylH2WKMQVVhQWGk9aVOcu4oD9EDvstcUacgsN+zr0PXt2mEiI9vhI0Nv\/DTQA73j6K26D9c+UcbZY0vVSmalYrfd9dlbKYEe6F3zmiAtCzPzzfA936nsF6V2j2Y7fGTbxYyfBnqgdwQ9t4j9T2v08uwxr+4bBFPqx\/jO3UoJ9EDvqtfUkprYDqsuXJJilJp+j\/58h49su5jx00AP9Pajt\/7ypsoy9MbZY5aGPWWGu0LP3EoJ9EDvutf47hsVVv3y9LKV1FbdFMd4h498u5jR00AP9I6hF4evJRoSZZQ9ZqvhKqP\/xohzt1ICPdC7+jV+axOPcnPxG\/fszNw9oTyyoQzogd7xOJE9522lBHqgd\/vjudm6T9ADvaeWHPRAD\/RAD\/RAD\/RAD\/RAD\/TeHL2b7fABeqAHeqA3B\/SoDtADPdADPaoD9EAP9EAP9EAP9GhloAd6oAd6tDLQAz3QAz1aGeiBHuiBHq0M9EAP9EAP9EAP9EAP9EAP9EAP9G6F3k+f18SPzwnEj9mW\/IZl+zHr0k+6Oi4u3ksdzJSO5md6evT06OnR06OnB3qgR3WAHuiBHuhRHaAHeqAHelQH6IEe6IEe1QF6oAd6oAd6oAd6oAd6oAd6oEcrAz3QAz3Qo5WBHuiBHujRykAP9EAP9GhloAd6oAd6oAd6oAd6oAd6oAd6oHdP9Jx3oAd6oAd674PeSh70QA\/0QO9t0KsEeqAHeqD3PugtBXqgB3qg9zbo+agEeqAHeqD3NuhJ0d0YvXxepPS7bz36m\/O+sKNPB71bHE9Z2o0qBfRAb+botZXZjdHbzIssWkkpjB4d\/c3VkhTLw08HvZscT6loN6oU0AO9maPX9fZuid5mXmQhpdhKy7x5jf7WSE2UUnHo6aB3k+NxzRq9b1cK6IHee6LnD70inxdJqp1ZkLJrpdHfgpI3KxrVh57+ZugdPq3nHM\/BV5et1uh9u1JAD\/TeEz3pQLvL5kUqJWdmFrNuwvhvrYKZmZfc\/qe\/G3qHTut5x3Pg1S4kpQG971cK6IEe6I3\/vpkXqbu+glVq14+P\/lYM\/YdW1f6nHy6E85sAvaOvDkpVGND7fqWAHuiBXh75vEjsugzmsyeP\/rZ+ICrsf\/rhQnhtAvSOo1cXtkbv+5UCeqAHeofebv222fuP\/rZuiUFx\/9NB7wborc\/wbSoF9EDv7dCrQghBCiGE6nnozTkx95btxGk9cTynKgX0QA\/0rkcvbrpYEfRuVrYTp\/XE8ZyqFNADPdCbe0\/v5SYy6OmBHuhNFb1Tw0eM6V1fF4zpgR7ozRk9Zm8niB6zt6AHete96hz07nqf3pwT85nocZ8e6IHe\/dDb3M1fb8aeRn\/b3Pxf7H866N0ave9XCuiB3nuid3iRaHa1vF63WXYzDzt\/Wy\/zXO089J7o3WntbYbe9ysF9EDvPdE73uHYt8tKPyrELitP2Voq7N9l5ZpKAT3QA72D6I32YhuGwtlP77nofbtSQA\/0QO9YZLvueu3+jZ2Tn3E836sU0AM90DszFs0DjQC9u1UK6IEe6J0XrlmA3tTQu6ZSQA\/0QO\/M8I80AvTuVimgB3qgN0UjQI\/qAD3QAz3QozpAD\/RAD\/RAD\/RAD\/RAD\/RAD\/RoZaAHeqAHerQy0AM90Jsoej99XhM\/PicQP2Zb8huW7cesSz\/p6ri4eC91MFM6mp\/p6dHTo6dHT4+eHuiBHtUBeqAHeqBHdYAe6IEe6FEdoAd6oAd6VAfogR7ogR7ogR7ogR7ogR7ogR6tDPRAD\/RAj1YGeqAHeqBHKwM90AM90KOVgR7ogR7ogR7ogR7ogR7ogR7ogR7ogR7ogR7o3QS9wnsHeqAHeqD3JugtWkmKJeiBHuiB3jugV0mKUUol6IEe6IHe66PnkmpnVjRqQQ\/0QA\/0Xh+9hZIzM\/NS+bgTUm7+Led9kT3gPeiBHui9DHqXNfXHoOfrZfeD5B92QkrF4TzU+YDiopWUAuiBHui9BnoXNvXH3rJSPLCn55r1mWikJkqp6HqdSrGVlqAHeqD3Cuhd2tQfi179uDG9stVwJoKSNysa1WZm3fBikArQAz3QmzB6hS\/u0tQfil4lVY+pXheS0nAmWgXrBhSdWdUPL8Yr\/Qc90AO9w8Urvffelzc5mqBwl6b+SPQqdQA\/oHqDUhX6M1EM0reqzOq+DNVOp3NvIZzfBOiBHuidKF6UtO54PQK9K5r6A9GrpMY9Cr26sOFMeGmoj9D\/J\/\/r8UJ4bQL0QA\/0ThRvGWOMcflA9C5v6o9DbynV7pHVO5yJsLngj9n88c5EMuiBHujdrXj3Qu+Kpv4o9Nzq4LXtpNGbc2KCHujNFb0ihBCiYgghFLdu6o9Crzk0hwF6oAd6oHfkCsvPFL2lkr+mf9jNILjnocdEBuiBHj29Kw6tkOpejuKSE+LPpf5u6DGmB3qg93j0+gY75zG95UaOcMkJKWOMMR7akOrMM8HsLeiB3lugN6nZ23glet+Km9ynN+fEBD3Qey\/0pnef3qOrN+zepl3kt2nXoAd6oPdK6J3Z1N8BvfWCvJXlC\/JK0AM90Jswemeuvb24qb8DeuyyAnqgN0P07tXU3wI99tMDPdB7C\/QmuJ\/e06qXnZNBD\/ReFr0Lmzrfewt6oAd6r4PezYoCeqBHdYAe6IEe6FEdoAd6oAd6VAfogR7ogR7VAXqgB3qgB3qgB3q0MtADPdADPVoZ6IEe6IEerQz0QA\/0poDeT5\/XxI\/PCcSP2Zb8hmX7MevST7o6Li7eSx3MlI7mZ3p69PTo6dHTo6cHeqBHdYAe6IEe6FEdoAd6oAd6VAfogR7ogR7VAXqgB3qgB3qgB3qgB3qgB3qgRysDPdADPdCjlYEe6IEe6NHKQA\/0QA\/0aGWgB3qgB3qgB3qgB3qgB3qgB3qgB3qgB3qgB3qgB3pUB+iBHuiBHtUBeqAHeqBHdYAe6IEe6FEdoAd6dz8hzvti81vp\/aGHQA\/0QA\/05oVerS5iTl4tSbHsflu0klLY9xDogR7ogd7c0Gv2oNdITZRSYWa2kFJspeXuQ6AHeqAHehNCr9h3GboTUvDee5\/13YKSNysa1WZmSbUzC1Kx8xDogR7ogd6E0AsKp1\/sJbf9t7Z7YfdQpeTMzKKW2w+BHuiBHujNDr2gdqeH2HXqzFpVZnXfqavUbj8EeqAHeqA3O\/RqRVeFUIw7f90PUaH\/z\/DX8UOgB3qgB3qzQ69Rk6RhmqJ\/Xcx+kPrbVSS\/9RDogR7ogd5E0CtCCCEqhjDuxO2GpCaERtnMBOiBHuiB3tPRK\/Lbg0+\/ymsT\/ti\/WDbd4FyVPQ\/0QA\/0QO\/J6JVRkpbuDj29zWXuEvRAD\/RAbxroFUmKjdRcVoqzxvR2pAM90AM90Hs2eis1hZlP27eJ3Ak9Zm9BD\/RA76noOWlhZrbc7l3dAD1f9xMY9WYmg\/v0QA\/0QO+56C3C\/kvKG6C36BVzeTdys+yiyFdk1NsPgR7ogR7o3eXytrevPYDYt9beJjXOzDXdgGHpRwtsV5avvS13HgI90AM90LsXer5qL53IOCsWkmKUUmmboTp2WQE90AO9J6PnJLXFPU5IdzvMqnvvHj320wM90AO9J6NXLkPUhbO350bh\/foOwDjYxs7JoAd6oPfUy9tu1UR57xPSLGhloAd6oDcR9PoJ1HuekKqhlYEe6IHeZNA7cM\/KDU9I6WhloAd6oPds9NY3EC\/vjh6tDPRAD\/Sej976BuIDN+qBHuiBHui91uVt291AXPdrI0AP9EAP9F4bvTL1NxAvpntCQA\/0QA\/0boZefwNxLCd8QkAP9EAP9G6HnpnLbiB+xAk5cjtyuXcTZ9ADPdADvVuid7cTUvebyo\/mhY8sPBs9BHqgB3qgNzf0mj3oHdliYPwQ6IEe6IHe3NCTgvfe+3y8cL2Z1GifqXrnIdADPdADvbmh56WdscLNtqHL0bahbvsh0AM90AO9uaEX1O787cgG8aOHThfC+U2AHuiBHuhNAL1a0VVbXxN55KuARg+dLkT+9bugB3qgB3oTQK9Rk6TxxMSRL30cPQR6oAd6oDc79CQ1ITTKN626HXpzTkzQAz3Qe0X0yqbbjbnKEQM90AM90JsjeuXOrShHL3OXd0CPiQzQAz3Qexx6cXelxeHI9ydlTA\/0QA\/05ojeMsYY4\/Jy9Ji9BT3QA705ondOrDdlrrOZjNvdpzfnxAQ90AO9V0RvvSlzyr5ecrPsoh6tyCi2HwI90AM90JsZepa6TZkbNWZmZbeF1HqBbZmvvV3tPAR6oAd6oDc39BbqN2UubTOaxy4roAd6oPeq6PWbMq+6cbthnoL99EAP9EDvVdEzK7JNmeOgGTsngx7ogd6ropdHs6CVgR7ogd77oFc1tDLQAz3QeyP0Skc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width=\"259px\" alt=\"income statement\"\/><\/p>\n<p>Once the math is done, if one side is equal to the other, then the accounts are balanced. The basic accounting formula highlights the calculation of the assets and the relationship of the three elements to each other. Total assets are total liabilities, and shareholder&#8217;s equity is added together. The main use of this equation is for the accurate recording of the balance sheet.<\/p>\n<h2 id=\"toc-0\">Strategic Analysis<\/h2>\n<p>The corporation paid $300 in cash and reduced what they owe to Office Lux. Metro issued a check to Office Lux for $300 previously purchased supplies  on account. Metro purchased supplies on account from Office Lux for $500. Join our mailing list to receive the most up to date information from our team. We&#8217;ll share ideas on how to streamline your accounting practices to save more money and time. In the expanded view, equity is broken down into capital and retained earnings.<\/p>\n<ul>\n<li>As a result, the income statement account balances were set to zero and the Retained Earnings balance increased by the net income amount of $800.<\/li>\n<li>Owner&#8217;s equity is also referred to as shareholder&#8217;s equity for a corporation.<\/li>\n<li>The main use of this equation is for the accurate recording of the balance sheet.<\/li>\n<li>The accounting equation formula helps in ledger balancing using double-entry accounting.<\/li>\n<li>A transaction may only affect one side, for example by increasing one asset and decreasing another asset by the same amount.<\/li>\n<li>It\u2019s important to note that here, debit and credit are not defined by their everyday usage.<\/li>\n<\/ul>\n<p>Because you make <a href=\"http:\/\/seonic.pro\/118-samye-populyarnye-instagram-xeshtegi-2016-dlya-biznesa-i-ne-tolko\/\">http:\/\/seonic.pro\/118-samye-populyarnye-instagram-xeshtegi-2016-dlya-biznesa-i-ne-tolko\/<\/a>s with debt or capital, both sides of the equation must equal. Receivables arise when a company provides a service or sells a product to someone on credit. Let&#8217;s plug this into the equation to see if Ed&#8217;s accounts are balanced. On January 1st, 2020, Sherry took out the money from her savings for $100,000 to start her skincare business. Determine the asset, liability, and equity value of her skin clinic as of January 1st, 2020. Paul took $1000 from his savings to contribute to the starting business. He also took a soft loan of $4000 from a credit union to buy office supplies.<\/p>\n<h2 id=\"toc-1\">What is the Accounting Formula?<\/h2>\n<p>Understand what the accounting equation is, learn the elements of the basic accounting equation, and see examples. The accounting equation will always remain in balance if the double entry system of accounting is followed accurately. A general ledger is a record-keeping system for a company\u2019s financial data, with debit and credit account records validated by a trial balance.<\/p>\n<p>Per the image below, the accounting equation states that the value of a company\u2019s assets is equal to the sum of the company\u2019s liabilities and equity. We calculate the expanded accounting equation using 2021 financial statements for this example. To trace back the numbers, refer to the same Alphabet Inc. Balance Sheets shown above and the Income Statement and detailed Statement of Stockholder\u2019s Equity in this section.<\/p>\n<h2 id=\"toc-2\">Accounting Business and Society<\/h2>\n<p>This business transaction decreases assets by the $100,000 of cash disbursed, increases assets by the new $500,000 building, and increases liabilities by the new $400,000 mortgage. As you can see, assets equal the sum of liabilities and owner\u2019s equity. This makes sense when you think about it because liabilities and equity are essentially just sources of funding for companies to purchase assets. The accounting equation is also called the basic accounting equation or the balance sheet equation. Most companies maintain the accounting equation using a double-entry bookkeeping system to record financial data. Under this system, a change in one account must be matched in another account.<\/p>\n<p>The <a href=\"http:\/\/journallubricator.ru\/t\/140765\">http:\/\/journallubricator.ru\/t\/140765<\/a> accounting equation is less detailed than the expanded accounting equation. The expanded accounting equation shows more shareholders\u2019 equity components in the calculation. Let us take the example in which company-funded machinery purchase worth $10.5 million entirely through the infusion of equity capital. Calculate the balance sheet impact of the given transaction by using the concept of accounting formula. Let us take the example of an equipment purchase that has been funded by a mix of available cash and bank loan. The subject company has bought a piece of equipment worth $10.5 million that has been funded by cash of $3.5 million and a bank loan of $7.0 million. Let us take the example of a company named ZXC Inc. that recently purchased a machine with cash.<\/p>\n<h2 id=\"toc-3\">Basis of Accounting Equation:<\/h2>\n<p>X employs someone to operate its new equipment and start  production. Rebekiah received her BBA from Georgia Southwestern State University and her MSM from Troy University. She has experience teaching math to middle school students as well as teaching accounting at the college level. She has a combined total of twelve years of experience working in the accounting and finance fields. Antonette Dela Cruz is a veteran teacher of Mathematics with 25 years of teaching experience. She has a bachelor\u2019s degree in Chemical Engineering and a graduate degree in Business Administration from the University of the Philippines. She\u2019s currently teaching Analysis of Functions and Trigonometry Honors at Volusia County Schools in Florida.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"stockholders\u2019\"\/><\/p>\n<p>The <a href=\"http:\/\/canadianpharmacyonlinefor.com\/the-best-place-to-shop-online-is-at-web10-shopping-directory-business.php\">http:\/\/canadianpharmacyonlinefor.com\/the-best-place-to-shop-online-is-at-web10-shopping-directory-business.php<\/a>hip percentage depends on the number of shares they hold against the company&#8217;s total shares. This double effect of any transaction renders the basis for the formation of accounting equation. In any Business Enterprise there are two kinds of objects namely; Assets and Liabilities. An asset is a thing on which the business has ownership and exercises the right on it. The liabilities mean the obligation of a company to any outsider. In essence the balance sheet is the most important statement revealing the financial condition of a company.<\/p>\n<p>Double-entry accounting is the practice where one transaction affects both sides of the accounting equation. This is used extensively in journal entries, where an increase or decrease on one side of the equation may be explained by an increase or decrease on the other side.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Strategic Analysis What is the Accounting Formula? Accounting Business and Society Basis of Accounting Equation: Sold goods on debt and then collected the debt Additional Resources These may be &#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"content-type":"","footnotes":""},"categories":[27],"tags":[],"class_list":["post-2470","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/posts\/2470"}],"collection":[{"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/comments?post=2470"}],"version-history":[{"count":1,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/posts\/2470\/revisions"}],"predecessor-version":[{"id":2471,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/posts\/2470\/revisions\/2471"}],"wp:attachment":[{"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/media?parent=2470"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/categories?post=2470"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/tags?post=2470"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}