By Sandra Peers

The 2006 variation of CIMA's reliable research structures are released via Elsevier on behalf of CIMA. Key sections of the 2006 examine platforms are back written by means of examiners so every one textual content totally displays what might be verified within the examination. up-to-date to include legislative and syllabus alterations, the 2006 examine platforms offer entire examine fabric for the may perhaps and November 2006 checks. the hot version keeps the preferred loose-leaf layout and comprises: * perform questions all through * whole revision part * subject summaries * suggested analyzing articles from quite a number journals * CBA kind mock examination * The professional examine structures are the single research fabrics recommended through CIMA * Key sections written by means of examiners for the main actual, up to date assistance in the direction of examination luck * entire built-in package deal incorporating syllabus information, complete textual content, suggested articles, revision publications and broad query perform

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Extra info for CIMA Study Systems 2006: Business Mathematics (CIMA Study System Series-Certificate Level)

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Turnover, week 50 01 02 50 Note that we need only two-digit random numbers now. The random numbers 33, 67, 00, 98 and 09 would be interpreted as follows: 33 67 00 98 09 the turnover of week 33 is selected bigger than 50, so this is ignored too small (01 is the lowest in our numbering) too big, so ignored; the turnover of week 9 is selected. These two figures would form the contribution to the sample from the first stratum. Repeating this procedure for the 2nd to the 100th stratum (store’s figure) would now produce a randomised sample in which every store was represented.

S¼ Solution The value of S will be at its highest when Y is as high and T as low as possible. 8 per cent. P The following formula is used in loan repayments: 200PC BM If B and C are subject to maximum variations of 5 per cent each, and M and P of 10 per cent each, what is the maximum variation R is subject to? R¼ Solution In order to make R as large as possible, the factors in the numerator (P and C) will have to be as large as possible, while those in the denominator (B and M) will have to be as small as possible.

05Q (5 per cent higher than Q), respectively. 1 per cent. 9 per cent. O If the variable S is given by Y T what is the maximum error that can arise in S from errors of 3 per cent in each of Y and T? S¼ Solution The value of S will be at its highest when Y is as high and T as low as possible. 8 per cent. P The following formula is used in loan repayments: 200PC BM If B and C are subject to maximum variations of 5 per cent each, and M and P of 10 per cent each, what is the maximum variation R is subject to?

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CIMA Study Systems 2006: Business Mathematics (CIMA Study by Sandra Peers
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