Anne Sugar makes large ceramic pots for use in outdoor
landscaping. She currently has two models, one square and the other
round. Because of the size of Anne’s creations, only one pot can be
fired in the kiln at a time. Information about each model
follows:
Square | Round | ||||
Sales price | $104 | $154 | |||
Variable cost | $24 | $56 | |||
Firing time | 2.5 | hours | 3.5 | hours | |
Assume that Anne can sell as many pots as she can create but that
she is limited as to the number of hours that the kiln can be
run.
Compute the contribution margin per unit and contribution margin
per hour of firing time.
Answer :-
The contribution margin per unit and contribution margin per hour of firing time of Square and Round models are as follows :-
Square | Round | |
---|---|---|
Sales price | $104 | $154 |
Variable cost | $24 | $56 |
Contribution Margin per unit = Sales price - Variable Cost |
$80 (= $104 - $24 ) |
$98 (= $154 - $56) |
Firing time | 2.5 hours | 3.5 hours |
Contribution Margin per hour of firing time = Contribution Margin per unit / Firing time |
$32 / hour (= $80 / 2.5 hours) |
$28 / hour ( = $98 / 3.5 hours) |
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