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CIMA P1 - Management Accounting Question Tutorial Sample Questions:

1. A university is trying to decide whether or not to advertise a new post-graduate degree programme. The number of students starting the programme is dependent on economic conditions. If conditions are poor, it is expected that the programme will attract 40 students without advertising. There is a 60% chance that economic conditions will be poor. If economic conditions are good it is expected that the programme will attract only 20 students without advertising. There is a 40% chance that economic conditions will be good.
If the programme is advertised and economic conditions are poor, there is a 65% chance that the advertising will stimulate further demand and student numbers will increase to 50. If economic conditions are good, there is a 25% chance the advertising will stimulate further demand and numbers will increase to 25 students.
The profit expected, before deducting the cost of advertising, at different levels of student numbers are as follows:

The cost of advertising the programme will be $15,000.
Required:
Demonstrate, using a decision tree, whether the programme should be advertised.

A) No, the programme should not be advertised as there will be a loss $92 000
B) No, the programme should not be advertised as there will be a loss $82 000
C) Yes, the programme should be advertised as the profit will be $82 000
D) Yes, the programme should be advertised as the profit will be $92 000

2. JRL manufactures two products from different combinations of the same resources. Unit selling prices and unit cost details for each product are as follows:

Identify, using graphical linear programming, the weekly production schedule for products J and L that will maximize the profits of JRL during the next four weeks.

A) Optimum plan (including major customer order) is therefore:
W 910 units
R 800 units
X 2,200 units
B) Optimum plan (including major customer order) is therefore:
W 950 units
R 750 units
X 2,300 units
C) Optimum plan (including major customer order) is therefore:
W 1, 000 units
R 600 units
X 2,000 units
D) Optimum plan (including major customer order) is therefore:
W 900 units
R 700 units
X 2,100 units
E) Optimum plan (including major customer order) is therefore:
W 900 units
R 650 units
X 2,000 units

3. EF manufactures and sells three products, X, Y and Z. The following production overhead costs are budgeted for next year:

Required:
Calculate the total budgeted production overhead cost for each product using activity based budgeting.

A) The total budgeted production overhead cost was $ 1 285 000
B) The total budgeted production overhead cost was $ 1 305 000
C) The total budgeted production overhead cost was $ 1 258 000
D) The total budgeted production overhead cost was $ 2 195 000
E) The total budgeted production overhead cost was $ 1 188 000

4. TP makes wedding cakes that are sold to specialist retail outlets which decorate the cakes according to the customers' specific requirements. The standard cost per unit of its most popular cake is as follows:

The general market prices at the time of purchase for Ingredient A and Ingredient B were $23 per kg and $20 per kg respectively. TP operates a JIT purchasing system for ingredients and a JIT production system; therefore, there was no inventory during the period.
What was the material yield variance?

A) The material yield variance was $155 000 A
B) The material yield variance was $155 500 A
C) The material yield variance was $98 500 A
D) The material yield variance was $175 000 A
E) The material yield variance was $175 500 A

5. 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) E, D, F
B) D, E, F
C) F, D, F
D) D, E, F

Solutions: