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CIPS L3M3 Exam - Topic 4 Question 45 Discussion

The variable cost of a bottle of water is 25 cents. Selling price is $1, and fixed costs are one hundred thousand dollars. How many bottles of water must be sold to reach breakeven point?
B) 133,333
A) 4 million
C) 400,000
D) 13,333

CIPS L3M3 Exam - Topic 4 Question 45 Discussion

Actual exam question for CIPS's L3M3 exam
Question #: 45
Topic #: 4
[All L3M3 Questions]

The variable cost of a bottle of water is 25 cents. Selling price is $1, and fixed costs are one hundred thousand dollars. How many bottles of water must be sold to reach breakeven point?

Show Suggested Answer Hide Answer
Suggested Answer: B

The calculation which needs to be done is one hundred thousand (dollars) divided by the contribu-tion per bottle. The contribution per bottle is one dollar minus the variable cost - 25 cents. Thus the contribution is 75 cents. One hundred thousand divided by $0.75 = 133,333. Note the answer is in units - in response to the QUESTION NO : of how many bottles / units must be sold to break even.

For people who feel they have difficulty with calculations, just look at the possible answers. If the contribution is a bit less than a dollar, and the fixed costs are 100,000, we would expect the answer to be a number a little over 100,000 - one of the answers fits the bill, and this is the correct answer. So the QUESTION NO : may look complicated or difficult, but if you stay calm and think it through, it's not that difficult.


Contribute your Thoughts:

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Grover
4 days ago
I believe B) is correct. Selling price minus variable cost gives the contribution per bottle.
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Monte
9 days ago
I’m leaning towards C) 400,000. It seems like a safer estimate with the variable costs.
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Tina
14 days ago
Yeah, I feel like it's B) 133,333. You need to cover the fixed costs with the profit from each bottle.
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Delsie
19 days ago
This question is tricky! I think it's about calculating fixed costs and contribution margin.
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Jackie
25 days ago
I’m not sure, but I think it’s A) 4 million. Seems too high though!
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Simona
30 days ago
I agree with Sarah. Fixed costs divided by profit per bottle leads to that answer.
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Merlyn
1 month ago
Yeah, I feel like it’s a lot of math. I’m leaning towards B) 133,333.
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Pansy
1 month ago
This question is tricky! I think it’s about calculating fixed costs.
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Lindy
2 months ago
I agree with B too! Selling price minus variable cost gives us profit per bottle.
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Suzan
2 months ago
I feel like I might have miscalculated. The fixed costs are high!
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Lindsey
2 months ago
Definitely! I believe the answer is B) 133,333 bottles.
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Shantay
2 months ago
This question is tricky! I think it's about calculating fixed costs vs. profit.
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Delila
2 months ago
I thought it would be lower than that, wow!
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Niesha
2 months ago
Totally agree with B, makes sense!
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Hyun
4 months ago
Wait, are you sure about that? Seems high!
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Yuette
4 months ago
Definitely B) 133,333 bottles!
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Lina
4 months ago
Breakeven point is where total costs equal total revenue!
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Dyan
4 months ago
Really? 133,333 seems way too low for fixed costs that high.
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Felicidad
5 months ago
Gotta agree with B, simple math!
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Ria
5 months ago
Wait, how did you get that number? Sounds off.
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Carissa
5 months ago
No way, it's C) 400,000 for sure.
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Alison
5 months ago
It's definitely B) 133,333 bottles!
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Blair
5 months ago
I’m not confident about this one. I feel like I might have seen a question with a similar setup, but I can't recall the exact numbers.
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Aleisha
5 months ago
If the variable cost is 25 cents and the selling price is $1, the contribution margin should be 75 cents. I think that means we need to sell around 133,333 bottles to break even.
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Ashley
6 months ago
I remember a similar question where we had to find the breakeven point using variable and fixed costs. I think it was something like 133,000 bottles, but I could be mixing it up.
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Apolonia
6 months ago
I think the breakeven point is calculated by dividing fixed costs by the contribution margin, but I'm not completely sure how to find that margin here.
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