Dime a dozen diamonds makes synthetic diamonds by treating carbon. Each diamond can be sold for $100. The material cost for the standard diamond is $30$. The fixed costs for the factory and admin expenses is $200,000 a year. The machinery costs $1 million and is depreciated straight line over 10 years to a salvage value of zero.
A. What is the accounting breakeven level of sales?
B. What is the NPV breakeven level of Sales?
A) | Depreciation | = | 1000000/10 | |||||||
= | 100,000 | |||||||||
Fixed cost | = | 200,000 | ||||||||
Contribution margin | = | $100-$30 | ||||||||
= | $70 | |||||||||
Contribution margin (in % of sales) | = | 70/100 | ||||||||
0.7 or 70% | ||||||||||
Accounting BEP (in sales value) | = | (Fixed cost+depreciation)/contribution % | ||||||||
= | ($200,000+100,000)/0.7 | |||||||||
= | $428,571 | |||||||||
B) | Now,for NPV break even sales,discountng rate is not given, | |||||||||
We assume discounting rate =8% (you may assume different rate,answer would be different in that case) | ||||||||||
Cashflow | = | {(Sales*contribution margin)-fixed cost}*PVAF(8%,10 years) | ||||||||
At NPV breakeven level,initial investment=PV of cashflow | ||||||||||
1,000,000 | = | {(sales*0.7)-200000)*6.7101 | ||||||||
1,000,000 | = | 4.6971*sales-1342020 | ||||||||
2,342,020 | = | 4.6971*sales | ||||||||
$498,610 | = | Sales | ||||||||
Sales at NPV break even point | = | $498,610 | ||||||||
Note | ||||||||||
Rate is must for any NPV calculation. | ||||||||||
If the question does not provide any rate(like in this case),either question is incomplete or | ||||||||||
it require you to assume a rate & go ahead. |
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