a product sells for $275 per unit, and its variable costs are 68% of sales. the fixed costs are $345,600. what is the break-even point in sales dollars? (do not round intermediate calculations.) multiple choice $3,927. $1,080,000. $508,235. $1,257. $345,600.



Answer :

The break-even point in sales dollars for the product, based on the cost and the variable costs is $1, 080, 000

How to find the break - even point in sales dollars?

To find the break - even point in sales dollars, one first needs to find the break - even point in units.

The break - even point in units is calaulted as:

= Fixed assets / Contribution margin

In this case, the contribution margin is found by the formula:

= Sales per unit x ( 1 - Variable cost percentage)

= 275 x ( 1 - 68%)

= $88

The break - even point in units is:
= 345, 600 / 88

= 3, 927.27 units

The break - even point in sales dollars is:

= Breakeven point in units x Selling price per unit

= 3, 927.27 x 275

= $1,080,000

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