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ACCA 1.1 INCOMPLETE RECORDS

ACCA 1.1 INCOMPLETE RECORDS. Not all businesses keep a proper set of accounting records?. Small businesses, such as shopkeepers, market stall holders, hairdressers, landscape gardeners, do not always have the knowledge, expertise and time to keep a complete set of accounting records.

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ACCA 1.1 INCOMPLETE RECORDS

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  1. ACCA 1.1INCOMPLETE RECORDS

  2. Not all businesses keep a proper set of accounting records? Small businesses, such as shopkeepers, market stall holders, hairdressers, landscape gardeners, do not always have the knowledge, expertise and time to keep a complete set of accounting records. However, these businesses will need to have financial statements prepared annually (for tax purposes if nothing else).

  3. So how can the financial statements be prepared if the bookkeeping records are inadequate or incomplete?

  4. Four basic techniques used for incomplete records • Construction of opening & closing balance sheets or capital • Construction of a cash and / or bank summary • Construction of sales and purchase figures….usually done via control accounts • Use of gross / net profit percentage

  5. Construction of opening & closing balance sheets or capital Give me four reasons why capital might change. 1. 2. 3. 4. Introduction of extra capital Withdrawal of capital Profit earned by the business Loss suffered by the business

  6. PROFIT OR LOSS = THE INCREASE OR DECREASE IN CAPITAL. We can calculate profit when we have details of the opening and closing capital. Activity 1 The opening capital of Edna Clouds at 1 Jan 2005 was £2,000. At 31 December 2005 the capital figure was £8,500. How much profit has been earned during the year?

  7. Opening capital 2,000 Closing capital 8,500 Profit (must be) 6,500

  8. We can calculate profit when we have details of the opening and closing capital and have details of capital introduced and withdrawn during the year. Activity 2 The opening capital of Ivy Cladwall at 1 Jan 2005 was £16,000. On 1 July 2005 she introduced further capital of £4,000 and during the year withdrew a total of £8,000. At 31 December 2005 the capital figure was £30,000. How much profit has been earned during the year?

  9. Opening capital 16,000 Capital introduced 4,000 Withdrawals - 8,000 12,000 Closing capital 30,000 Profit (must be) 18,000

  10. Activity 3 The opening capital of Ivor Pain at 1 Jan 2005 was £32,000. During the year he withdrew £1,000 a month. At 31 December 2005 the capital figure was £18,000. How much profit or loss has been earned or suffered during the year?

  11. Opening capital 32,000 Withdrawals -12,000 20,000 Closing capital 18,000 Loss (must be) - 2,000

  12. MCQ December 2005: 1

  13. MCQ December 2005: 1

  14. PROFIT OR LOSS WHEN THE NET ASSETS AT THE BEGINNING AND END OF THE YEAR ARE KNOWN. Activity 4 What do we mean by net assets? What is the accounting equation? FIXED ASSETS + CURRENT ASSETS – LT LIABILITIES – CURRENT LIABILITIES ASSETS – LIABILITIES = CAPITAL + PROFIT - DRAWINGS

  15. Activity 5 Eileen Dover has not kept proper bookkeeping records but has kept notes in diary form of the transactions of her business. She is able to give you details of her assets and liabilities as at 31 December 2004 and 31 December 2005: Dec 2004 Dec 2005 £ £ Van 2,000 1,600 (after depreciation) Fixtures 1,400 1,260 (after depreciation) Stock 1,700 1,980 Debtors 1,900 2,880 Bank 2,200 3,400 Cash 200 400 Creditors 400 600 Loan 1,200 800 Drawings 1,800

  16. Draw up a Statement of Affairs at each balance sheet date. December 2004 December 2005 £ £ £ £ Van Fixtures Stock Debtors Bank Cash Creditors Loan Capital Profit Drawings 2,000 1,600 1,400 1,260 3,400 2,860 1,700 1,980 1,900 2,880 2,200 3,400 200 400 6,000 8,660 - 600 - 400 5,600 8,060 -1,200 - 800 7,800 10,120 7,800 7,800 4,120 -1,800 7,800 10,120

  17. This method of calculating profit is unsatisfactory and should only be done in exceptional circumstances. A full set of financial statements should be drawn up from the available information.

  18. Construction of a cash or bank summary If we know the opening and closing bank account balances we might be able to calculate a missing figure for sales receipts or purchases

  19. Construction of a cash or bank summary example Donald does not keep proper accounting records. His bank statements show that his opening bank balance was £100 and his closing bank balance was £400. He knows that his payments to suppliers were £1,200 and he took drawings of £700 (paid by cheque) but he has no idea of his receipts from debtors?

  20. Construction of an opening cash or bank summary example T Account We now know our receipts from debtors, which might be the sales figure Or could help us calculate the sales figure

  21. Construction of sales and purchases

  22. Construction of sales and purchase figures….usually done via control accounts • Construct a control account • Control accounts essentially contain 4 items.. • Opening debtors • Closing debtors • Credit sales • Receipts from debtors If we know 3 items , we can calculate the fourth!!

  23. Construction of sales and purchases Donald does not keep proper accounting records. He knows that his opening debtors were £500 and his closing debtors were £400. He has already reconstructed his bank account and knows that receipts from debtors were £2,200. He needs to calculate his sales

  24. Construction of debtors control account to calculate sales Debtors control

  25. June 2004 MCQ’s 9 & 10

  26. Use of gross / net profit percentage • Missing figures can also be calculated using gross or net profit percentages • If we know that gross profit is 20% of sales, we can calculate the cost of sales if we know our sales figure. • If we know cost of sales and our opening and closing stock, we can easily calculate purchases

  27. Use of gross / net profit percentage example • Duck has sales of £100. He knows that his gross profit percentage is 20% of sales. • His opening stock was £20 and his closing stock was £25. What is Ducks purchases? • C.O.S is 80% of £100 = £80 • £20 + purchases? - £25 = £80 • Purchases = £85

  28. Question 1

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