In: Accounting
The Cuthill Company manufactures two products: M1 and H1. Each product uses skilled labour, and the total hours of skilled labour available for the following year are limited to 27274 hours. Data for each of the two products is as follows:
M1 |
H1 |
|
Contribution margin per unit |
$32.07 |
$51.07 |
Hours of skilled labour per unit |
2.5 |
2.95 |
Maximum product demand (units) |
6383 |
4642 |
What is the maximum contribution margin that can be achieved next
year?
Select one:
a. $411272
b. $472164
c. $441770
d. $445509
M1 | H1 | ||||||
Contribution margin per unit | $32.07 | $51.07 | |||||
Hours of skilled labour per unit | 2.5 | 2.95 | |||||
Maximum product demand (units) | 6383 | 4642 | |||||
Contribution margin per hours | $12.83 | $17.31 | |||||
Since the maximum contribution per hours for H1 is higher therefore first H1 will be sold to the maximum demand | |||||||
HI units = | 4642 | ||||||
total hours 4642*2.95 | 13,693.90 | ||||||
Total avaiable hours | 27274 | ||||||
Hours to be used for M1 | 13,580.10 | ||||||
Number of M1 units = | 5,432 | ||||||
13580/2.5 | |||||||
Maximum contribution = | 411272 | ||||||
5432*32.07+4642*51.07 | |||||||
Ans = | $ 411,272 |