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CIMA CIMAPRO17-BA2-X1-ENG Exam Syllabus Topics:

CIMA BA2 – Fundamentals of Management Accounting Question Tutorial Sample Questions:

1. Every month for the last three years, a company has recorded the number of new customers for that month.
The data have been summarised and grouped as follows:

What is the arithmetic mean of the number of new customers per month?

A) 6.50
B) 8.50
C) 6.38
D) 6.22

2. A project is about to be launched. Two of the three possible outcomes and their associated probabilities are as follows:

The remaining possible outcome is a $70,000 gain.
What is the correct calculation of the expected value of the project?

A) ($30,000 x 0.7) + ($70,000 x (1.0 - (0.2 + 0.7))) + ($25,000 x 0.2)
B) ($30,000 + $70,000 - $25,000) x (0.7 + (1.0 - (0.2 + 0.7)) + 0.2)
C) ($30,000 + $70,000 - $25,000) / 3
D) ($30,000 x 0.7) + ($70,000 x (1.0 - (0.2 + 0.7))) - ($25,000 x 0.2)

3. Data for the latest period for a company which makes and sells a single product are as follows:

There were no budgeted or actual changes in inventories during the period.
The sales volume contribution variance for the period was:

A) $5,666 adverse.
B) $9,267 adverse.
C) $16,000 adverse.
D) $6,220 adverse.

4. A company is appraising two projects. Both projects are for five years. Details of the two projects are as follows.

Based on the above information, which of the following statements is correct?

A) An annuity could be used to calculate the net present value of the projects.
B) The annuity factor for project A would be lower than the annuity factor for the project B.
C) The annuity factor for project A would double the annuity factor for project B.
D) A perpetuity could be used to calculate the net present value of the projects.

5. Which of the following would NOT require taking into account the time value of money?

A) Selecting an investment project on the basis that it has a positive net present value (NPV).
B) Taking a long-term investment decision on the basis of the project's internal rate of return (IRR).
C) Deciding to make a long-term investment in a project on the basis of its payback period.
D) Calculating the present value of a five-year annuity.

Solutions: