Answer
[1]
A |
B |
C |
||
A |
Price per unit |
$320 |
$1,800 |
$2,800 |
B |
Variable cost per unit |
$160 |
$800 |
$1,500 |
C = A-B |
Contribution margin per unit = Answer |
$160 |
$1,000 |
$1,300 |
[2]
A |
B |
C |
Total |
||
A |
Unit produced [Sales Mix] |
80 |
120 |
200 |
400 |
B = A/400 units |
Sales Mix % of total sales |
20% |
30% |
50% |
100% |
C |
Contribution margin per unit = Answer |
$160 |
$1,000 |
$1,300 |
|
D = B x C |
Weighted Average CM per unit |
$32 |
$300 |
$650 |
$982 |
E |
Total Fixed Cost |
$687,400 |
|||
F = E/D |
Total Break even units |
700 |
|||
G = F x B |
Break even of products = Answers |
140 |
210 |
350 |
[3]
Suggestions:
>Product C’s Breakeven is 350 units, BUT only 200 units have
been produced. These should be produced and sold atleast more than
break even point of 350 units.
>Product B’s breakeven is 210 units BUT only 120 units have been
produced. This should be produced in quantity of 210 units or
more.
>Product A’s Weighted average CM per unit is the lowest and its
breakeven targets are not achieved of 140 units.
>In order to increase profits, the units are to be produced and
sold over and above the quantities of Break even.
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