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CIMAPRO19-P03-1 Exam - Topic 2 Question 92 Discussion

Actual exam question for CIMA's CIMAPRO19-P03-1 exam
Question #: 92
Topic #: 2
[All CIMAPRO19-P03-1 Questions]

R plc is considering an investment of $1,100,000 in a new machine which is expected to have substantial cash inflows over the next five years.

The annual cash flows from this investment and their probability are shown below:

Annual cash flow ($)Probability

200,000 0.4

280,000 0.5

350,000 0.1

At the end of its five-year life, the asset is expected to sell for $100,000. The cost of capital is 5%.

What is the Expected Net Present Value?

Give your answer to the nearest whole $.

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Suggested Answer: A

by Leeann at Jun 14, 2025, 08:45 AM

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Margarett
4 months ago
$1.1 million seems like a lot for just a machine.
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Viola
4 months ago
I think the NPV will definitely be positive.
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Ramonita
4 months ago
The expected cash flows look promising!
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Daron
5 months ago
I calculated around $82,500, so that sounds about right!
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Pansy
5 months ago
Wait, are we sure about those probabilities? They seem off.
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Tijuana
5 months ago
I think we need to multiply each cash flow by its probability to get the expected cash flow, then discount it back to present value. But I’m not entirely confident about the discounting part.
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Kattie
5 months ago
I feel a bit confused about how to incorporate the selling price of the machine at the end. Does it get added to the cash flows?
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Teddy
6 months ago
This question is similar to the practice problems we did on NPV calculations. I think we need to find the expected cash flow first before discounting.
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Jennifer
6 months ago
I remember we calculated expected cash flows in class, but I'm not sure how to apply the probabilities here.
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Freida
6 months ago
I'm feeling pretty confident about this one. NPV calculations are one of my strengths, and the information provided seems pretty clear. I'll just need to work through it step-by-step and double-check my work.
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Deandrea
6 months ago
This seems pretty straightforward. I'll just need to be careful with the calculations, especially discounting the cash flows and terminal value. As long as I don't make any silly mistakes, I should be able to nail this.
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Marion
6 months ago
Okay, I think I've got this. I'll use the 5% cost of capital to discount the cash flows and terminal value, then add them up to get the NPV. Should be straightforward enough if I can just remember the NPV formula.
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Portia
6 months ago
Hmm, I'm a bit confused by the probability distributions for the cash flows. Do I need to do some kind of weighted average calculation to find the expected cash flow for each year?
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Willard
7 months ago
This looks like a classic net present value (NPV) calculation problem. I'll need to discount the expected cash flows and the terminal value to the present value, then add them up to get the NPV.
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Daron
9 months ago
Ah, the good old time value of money problem. I'll just plug these numbers into my trusty financial calculator and... Wow, that's a lot of buttons to press. Let's hope I don't accidentally order a pizza instead of calculating the NPV.
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Sherell
7 months ago
Yeah, it's always good to be careful with these calculations. Better safe than sorry!
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Shawna
8 months ago
Don't worry, just take your time and double-check the numbers before hitting calculate.
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Isabelle
10 months ago
Hmm, let me see... 0.4 * $200,000 + 0.5 * $280,000 + 0.1 * $350,000 = $258,000 in expected annual cash flows. Discounting that at 5% over 5 years, I get $1,182,295. Subtract the initial cost of $1,100,000, and the NPV is $82,295. Pretty straightforward!
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Janessa
8 months ago
Yes, it seems like a profitable investment with a decent return.
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Jessenia
9 months ago
So the investment looks like a good idea with a positive NPV.
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Luisa
9 months ago
That's correct! The Expected Net Present Value is $82,295.
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Gerri
10 months ago
You're right, we should take into account the cost of capital when calculating the Expected Net Present Value.
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Johana
10 months ago
Wait, so the machine is expected to have cash inflows for 5 years, but what's the salvage value at the end? I need to factor that in to get the true NPV.
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Latia
9 months ago
Got it, thanks for clarifying!
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Elza
9 months ago
So, the Expected Net Present Value is $82,550.
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Jenelle
9 months ago
Salvage value at the end is $100,000.
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Lezlie
10 months ago
I believe it is actually $82550 because we need to consider the cost of capital.
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Gerri
10 months ago
I think the Expected Net Present Value is $82295.
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