Financial Accounting: Chapter 1 – Accounting and the Business Environment (A2 Easy English Edition)

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\\text{Liabilities} + (\\text{Owner's Capital} - \\text{Owner's Withdrawals} + \\text{Revenues} - \\text{Expenses})"}}]},{"type":"paragraph","attrs":{"textAlign":null},"content":[{"type":"image","attrs":{"src":"https://static.studychannel.pearsonprd.tech/study_guide_files/financial-accounting/sub_images/ea61b27b_image_6.png","alt":"Expanded Accounting Equation","title":null,"width":null,"height":null}}]},{"type":"heading","attrs":{"textAlign":null,"level":2},"content":[{"type":"text","text":"Analyzing Transactions"}]},{"type":"heading","attrs":{"textAlign":null,"level":3},"content":[{"type":"text","text":"Transaction Analysis Steps"}]},{"type":"paragraph","attrs":{"textAlign":null},"content":[{"type":"text","text":"Transactions are events that affect the financial position of a business and can be measured reliably. Each transaction impacts at least two accounts."}]},{"type":"orderedList","attrs":{"start":1,"type":null},"content":[{"type":"listItem","content":[{"type":"paragraph","attrs":{"textAlign":null},"content":[{"type":"text","text":"Identify the accounts and their types (Asset, Liability, Equity)."}]}]},{"type":"listItem","content":[{"type":"paragraph","attrs":{"textAlign":null},"content":[{"type":"text","text":"Determine if each account increases or decreases."}]}]},{"type":"listItem","content":[{"type":"paragraph","attrs":{"textAlign":null},"content":[{"type":"text","text":"Ensure the accounting equation remains balanced."}]}]}]},{"type":"paragraph","attrs":{"textAlign":null},"content":[{"type":"image","attrs":{"src":"data:image/png;base64,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