Free CIMA CIMAPRO19-P01-1-ENG Exam Questions

Become CIMA Certified with updated CIMAPRO19-P01-1-ENG exam questions and correct answers

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Total 261 Questions | Updated On: Dec 27, 2025

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Question 1

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 : solution (from the graph0 is to produce 675 units of E and 470 units of R.

B : solution (from the graph0 is to produce 495 units of E and 670 units of R.

C : solution (from the graph0 is to produce 475 units of E and 770 units of R.

D : solution (from the graph0 is to produce 375 units of E and 750 units of R.

E : solution (from the graph0 is to produce 375 units of E and 870 units of R.

F : solution (from the graph0 is to produce 495 units of E and 470 units of R.

Answer: D

Question 2

Explain how probability analysis could be used to assess the risk of the evaluated projects.

Select all the true statements.

A : 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 : 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 : probabilities can be combined to calculate the expected value of each cash flow element and of the project as a whole

D : 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.

Answer: A,B,C

Question 3

A company accountant is trying to determine the optimum production plan for the period using linear programming.
The accountant has correctly formulated the linear programming problem as follows:
Variables (products): x and y
Objective function: Maximise contribution, C = 10x + 15y
Material constraint: 4x + 6y 500 (kg)
Labour constraint: x + 2y 350 (hours)
Machine constraint: 10x + 4y 1,500 (hours)
x constraint: 50 x 200
y constraint: y 0
Which of the following statements is true?

A : selling price of y is $15.

B : maximum demand for product x is 50 units.

C : oduct x requires twice as much labour time as Product y.

D : oduct y requires 4 machine hours to manufacture.

Answer: D

Question 4

Which TWO of the following statements are true for obtaining a reliable forecast from a time series?

A : ere must be an increasing trend.

B : past trend must continue in the future.

C : past pattern of seasonal variations must continue in the future.

D : trapolation of the trend must be avoided.

E : ere must be a decreasing trend.

Answer: B,C

Question 5

Two products being produced by a company require the same material which is limited to 2,600 kgs.

What is the optimal production plan?

A : 500 units of S & 100 units of T

B : 50 units of S & 400 units of T

C : 400 units of S & 167 units of T

D : 500 units of S & 400 units of T

Answer: A

Page: 1 / 53

Total 261 Questions | Updated On: Dec 27, 2025

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