CIMA CIMA Certification CIMAPRO15-P01-X1-ENG

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CIMA CIMAPRO15-P01-X1-ENG Exam Syllabus Topics:

CIMA P1 - Management Accounting Question Tutorial Sample Questions:

Question #1

A company is preparing its annual budget and is estimating the number of units of Product A that it will sell in each quarter of year 2. Past experience has shown that the trend for sales of the product is represented by the following relationship:
y = a + bx where
y = number of sales units in the quarter a = 10,000 units b = 3,000 units x = the quarter number where 1 = quarter 1 of year 1 Actual sales of Product A in Year 1 were affected by seasonal variations and were as follows:
Quarter 1:14,000 units Quarter2: 18,000 units Quarter 3: 18,000 units Quarter 4: 20,000 units Calculate the expected sales of Product A (in units) for each quarter of year 2, after adjusting for seasonal variations using the additive model.

A. The expected sales for year 2 Quarter 4 was 33000 units
B. The expected sales for year 2 Quarter 4 was 32700 units
C. The expected sales for year 2 Quarter 4 was 40000 units
D. The expected sales for year 2 Quarter 4 was 32000 units

Question #2

Explain how probability analysis could be used to assess the risk of the evaluated projects.
Select all the true statements.

A. The company can determine a range of possible outcomes for each of the cash flows in the project, for example, a high, low and medium estimate of each cash flow could be determined.
B. The net present value (NPV) of the project, if all high, low or medium estimates occurred, can be calculated along with the combined probabilities of their occurrence.
C. The NPVs of a sample range of possible outcomes and the probability of each NPV can be calculated. If a small sample is taken the distribution of outcomes can be used to calculate the zero activities deviation of the NPVs and the probability of success of the projects.
D. The probabilities can be combined to calculate the expected value of each cash flow element and of the project as a whole

Question #3

THS produces two products from different combinations of the same resources. Details of the products are shown below:

Identify, using graphical linear programming, the optimal production plan for products E and R to maximize THS's profit in the month.

A. The solution (from the graph0 is to produce 495 units of E and 670 units of R.
B. The solution (from the graph0 is to produce 495 units of E and 470 units of R.
C. The solution (from the graph0 is to produce 375 units of E and 750 units of R.
D. The solution (from the graph0 is to produce 375 units of E and 870 units of R.
E. The solution (from the graph0 is to produce 675 units of E and 470 units of R.
F. The solution (from the graph0 is to produce 475 units of E and 770 units of R.

Question #4

A company produces three products D, E and F. The statement below shows the selling price and product costs per unit for each product, based on a traditional absorption costing system.

Each of the products is produced using Process A which has a maximum capacity of 2,500 hours per period.
If a traditional contribution approach is used, the ranking of products, in order of priority, for the profit maximizing product mix will be:

A. F, D, F
B. E, D, F
C. D, E, F
D. D, E, F

Question #5

A company uses a standard costing system.
The company's sales budget for the latest period includes 1,500 units of a product with a selling price of $400 per unit.
The product has a budgeted contribution to sales ratio of 30%.
Actual sales for the period were 1,630 units at a selling price of $390 per unit.
The actual contribution to sales ratio was 28%.
The sales volume contribution variance for the product for the latest period is:

A. $15, 600 F
B. $55, 600 F
C. $32, 900 F
D. $17, 800 F

Solutions: