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CIPS Exam L4M5 Topic 6 Question 70 Discussion

Actual exam question for CIPS's L4M5 exam
Question #: 70
Topic #: 6
[All L4M5 Questions]

Before engaging in a negotiation with a supplier of rechargeable lights, procurement team tries to visualise the breakdown of supplier's costs to calculate its break-even point. They estimate that total fixed expenses related to rechargeable electric light are $270,000 per month and variable expenses involved in manufacturing this product are $126 per unit. The supplier charges its customer $180 per unit. Within its current capacity, this supplier will make a profit at which of the following?

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Suggested Answer: A

The analysis of cost into fixed and variable enables organisations to determine their break-even point (BE) - the point where total revenue from sales and total cost exactly balance. All costs need to be covered by sale revenue in order for a company to make a profit. If you know your fixed costs and your variable costs then you can work out the minimum quantity of goods or services you need to sell to break even. Break even point is measured in volume and can be worked out graphically or via formulae:

Price - Variable costs = Contribution

Break even point (volume) = Fixed expenses/Contribution margin per unit

In this scenario, the break even point (Q) is: 270,000/(180-126) = 5,000

To make a profit, the supplier needs to sell more than 5,000 units per month.

The BE point is thus an important determinant of flexibility of pricing for suppliers. Before BE is achieved there will be much greater reluctance to offer price concessions to customers than after BE is achieved.

LO 2, AC 2.1


Contribute your Thoughts:

Elvis
2 months ago
Ooh, this is a tricky one. Time to channel my inner accountant! I'm going to go with D) More than 1,500 units sold monthly. Let's see if I can crunch the numbers and make a profit!
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Lisha
1 months ago
Let's hope our calculations are correct. More sales mean more profit!
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Arlen
2 months ago
Yeah, I agree. Selling more than 1,500 units monthly should bring in a profit.
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Buck
2 months ago
I think D) More than 1,500 units sold monthly sounds right. Let's do the math.
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Florinda
2 months ago
Haha, this is like a game of break-even point Tetris! I'm going with C) Exactly 1,500 units, just to see if I can fit the pieces together perfectly.
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Veda
2 months ago
B) Exactly 5,000 units are sold per month seems like the right answer. The fixed costs are $270,000, and the profit per unit is $54, so 5,000 units would cover the fixed costs exactly.
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Sabra
1 months ago
D) More than 1,500 units are sold monthly
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Elza
1 months ago
C) Exactly 1,500 units are sold monthly
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Antonio
1 months ago
B) Exactly 5,000 units are sold per month
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Tina
2 months ago
A) More than 5,000 units are sold monthly
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Vallie
3 months ago
I agree with Denny, because if they sell more than 5,000 units, the total revenue will cover both fixed and variable costs, resulting in a profit.
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Sue
3 months ago
I disagree, I believe the answer is B) Exactly 5,000 units are sold per month.
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Kaitlyn
3 months ago
I think the answer is D. More than 1,500 units sold monthly will make a profit since the variable cost is $126 per unit and the selling price is $180 per unit.
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Eugene
2 months ago
Exactly, the supplier needs to sell more than 1,500 units to cover fixed and variable costs.
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Vicky
2 months ago
So, the break-even point is definitely more than 1,500 units per month.
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Izetta
2 months ago
Yes, that's correct. The profit margin increases as more units are sold.
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Cornell
2 months ago
I agree with you. Selling more than 1,500 units monthly will definitely bring in profit.
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Oren
2 months ago
D) More than 1,500 units are sold monthly
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Alpha
2 months ago
C) Exactly 1,500 units are sold monthly
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Kimberlie
2 months ago
User 2
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Barney
2 months ago
User 1
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Amira
2 months ago
B) Exactly 5,000 units are sold per month
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Ashton
3 months ago
A) More than 5,000 units are sold monthly
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Denny
3 months ago
I think the answer is A) More than 5,000 units are sold monthly.
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