If the variable expenses per stove increase as a percentage of the selling price, it will result in a lower Break-even point.
To show this we can take an example:
Assume the Selling price increases by 10% from $50 to $55.
Initially, the variable cost as a percentage of the selling price is (32/50)*100 = 64% of the selling price,
Now, variable cost increases to $55*64%, which is $35.20 per unit.
Since there is a change in selling price and variable cost, the contribution margin per unit will also be affected.
New Contribution per unit= 55- 35.20 = $19.80
Now, calculating the Break-even point in units we use the below-mentioned formula:
Break-even point (in units) = Fixed cost/Contribution per unit
Now, substituting the given values in the above formula we get,
Break-even point (in units)= $108,000/19.80
                    = 5454 units
Thus Break-even point reduces from 6000 units to 5454 units.
Hence, If the variable expenses per stove increase as a percentage of the selling price, it will result in a lower Break-even point.
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