By Kenneth P. Gee
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Extra resources for Advanced Management Accounting Problems
4) The subscript sq indicates that each element in the matrix to which that subscript is assigned is squared. 15. If the provision for bad debts is to have a safety margin of two standard deviations, then it should be set at (just under) £11370. 02. 9804. 6) have already been defined, this involves only a simple matter of computation, yielding: Yp l' = [222902 10 805] The present value of the expected receipts of £225837 , given a discount rate of 2 per cent per month, is £222902. This computation supplies, in addition , the present value of expected bad debts, which is £10805.
9 is applied to the most recent stochastic matrix for debts . 2. The Credit Control Manager of Stryford Ltd says that, in her experience , about 50 per cent of the debts falling into the '3-4 27 28 Credit Management months old' category in any given month are paid off in the following month . 3. Stryford Ltd wrote off bad debts of £6 649 in February 1989 and of £8211 in March 1989. Partial balance aging data for 1989 Balances owing at dates below: Period over which debt owed Less than 1 month (state 0) '1-2 months (state 1) 2-3 months (state 2) 3-4 months (state 3) Over 4 months (state 4) Total owed End of January £ End of February £ End of March £ 656369 1018682 1229197 143984 76416 170510 70316 81580 43193 30605 38894 47947 93884 87641 89191 1303213 1580038 9951158 You are required to use Markov chain analysis to forecast cash receipts from debtors for April 1989.
1 5 0 18 To category 4 1 2 3 2 3 1 4 7 8 9 10 B IO = 18 B 12 = 9 - 12 9 14 17 11 22 16 - 11 12 - 2 3 6 8 12 14 - 9 5 9 18 14 - 26 - B values - 22 B 20 = 14; B 22 = 9 B 20= 17;B23=5 B 20 = 11 B 20 = 22; B 22 = 9 B 20 = 16 B 23 = 18 B 20 = 12; B 23 = 14 B 34 B 30 B 30 =8 = 12; B 32 = 26 = 14; B 33 = 22 Michelsky Ltd 39 Let Pjk represent the transinon probability that a pound in category j at time t will pass to category k at time t + 1. 1) Bj s 5=0 These transition probabilities make up the Q and R submatrices of a partitioned stochastic matrix P.
Advanced Management Accounting Problems by Kenneth P. Gee