Medoc Company provides the following information about its single product.
Targeted operating income |
$53,290 |
Selling price per unit |
$6.85 |
Variable cost per unit |
$4.00 |
Total fixed cost |
$95,190 |
How many units must be sold to earn the targeted operating income?
First we will calculate the contribution margin per unit as per below:
Contribution margin per unit = Selling price per unit - Variable cost per unit
Contribution margin per unit = $6.85 - $4 = $2.85 per unit
Now, we will use the following formula for determining the required number of units to earn the targeted operating income:
Required units = Fixed cost + Target operating income / Contribution margin per unit
Given: Fixed cost = $95190, Target operating income = $53290, Contribution margin per unit = $2.85 per unit (as calculated in previous step)
Putting the values in the above formula, we get,
Required units = ($95190 + $53290) / $2.85
Required units = $148480 / $2.85 = 52098.25 or 52098 units.
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