A company forecasts sales to be $800,000 for 2017. Fixed costs are $210,000 and the contribution margin percentage for the company is 0.30 (30%). The break-even point in dollars for the firm is:
$240,000 |
||
$450,000 |
||
$700,000 |
||
$300,000 |
For calculating break-even point , we must first calculate Profit-Volume ratio, i.e.,
PV ratio= (Contribution margin/sales)*100
OR
= Contribution as percentage of sales
It is given as 30% in the question.
Now, we have formula of,
PV ratio= (Fixed cost/ Break-even point)*100
we have fixed cost as $210,000 and PV ratio of 30%
Putting all values in the formula, we get,
30 = (210000/Break-even point)*100
By transferring values to right hand side,
Break-even point= (210,000/30)*100
Break-even point= $700,000
Hence, the correct option is $700.000.
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