2. Breakeven sales for a local manufacturing are $224924. The company manufactures and sells 2 products Basic and Expert. To breakeven it must sell 1130 Basic units and 2069 Expert units. The company’s fixed costs are $108360. The Basic product sells for $165 while the Expert unit sells for $172. The Basic unit’s $108.80 variable costs. What is the contribution margin per unit of Expert units (if necessary, round your answer to the nearest cent)?
A. $72.46
B. $30.69
c. $21.68
D. $103.15
3. If a company sells its product for $35 and has a unit cost of $14, what is the company’s markup percentage?
A.20%
B. 40%
C. 60%
D. 150%
4.Using the following unit data for a company that produces
Product A and B, what is the breakeven point (round to nearest
unit) when fixed costs total $143500?
Product A |
Product B |
|||
---|---|---|---|---|
Units sold last year |
1845 |
820 |
||
Sales price |
$164 |
$370 |
||
Cost of goods sold |
119 |
290 |
||
Sales commission |
13 |
30 |
||
Variable costs |
132 |
320 |
||
Contribution margin |
$ 32 |
$ 50 |
A. 993 Product A; 588 Product B
B. 2646 Product A; 1176 Product B
C. 735 Product A; 735 Product B
D. 1323 Product A; 588 Product B
Break even units = Fixed costs/Weighted average contribution margin per unit
(1130+2069) = 108360/Weighted average contribution margin per unit
Weighted average contribution margin per unit = $33.87
(1130*56.2 + 2069*x)/3199 = 33.87
x = $21.68 approx.
Hence, the answer is c.
3.Mark up % = (35-14)/14
= 150%
i.e. D
Weighted average contribution margin per unit = (1845*32+820*50)/2665
= $37.54 per unit
Break even units = Fixed costs/Weighted average CM Per unit
= 143500/37.54
= 3823 units
Product A = 3823*1845/2665 = 2646 units
and Product B = 1176 approx.
i.e. B
2. Breakeven sales for a local manufacturing are $224924. The company manufactures and sells 2 products...
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