In: Accounting
Assume that MTA Sandwiches sells sandwiches for $3.75 each. The
cost of each sandwich follows:
Materials | $ | 1.10 | |
Labor | 0.40 | ||
Variable overhead | 0.50 | ||
Fixed overhead ($22,540 per month, 19,600 units per month) | 1.15 | ||
Total cost per sandwich | $ | 3.15 | |
One of MTA's regular customers asked the company to fill a special
order of sandwiches at a selling price of $2.60 each for a
fund-raising event sponsored by a social club at the local college.
MTA has capacity to fill it without affecting total fixed costs for
the month. MTA's general manager was concerned about selling the
sandwiches below the cost of $3.15 per sandwich and has asked for
your advice.
Required:
a. Prepare a schedule to show the impact on MTA's profits of providing 500 sandwiches in addition to the regular production and sales of 19,600 sandwiches per month. (Select option "higher" or "lower", keeping Status Quo as the base. Select "None" if there is no effect.)
b. Based solely on the data given, what is the lowest price per sandwich at which the special order can be filled without reducing MTA's profits? (Round your answer to 2 decimal places.)
a. Prepare a schedule to show the impact on MTA's profits of providing 500 sandwiches in addition to the regular production and sales of 19,600 sandwiches per month.
Answer:
Status Quo |
Alternative |
Difference |
|
Sales revenue |
73500 |
74800 |
1300 |
Less Variable costs |
|||
Material |
21560 |
22110 |
550 |
labor |
7840 |
8040 |
200 |
Variable overhead |
9800 |
10050 |
250 |
Contribution margin |
34300 |
34600 |
300 |
Less fixed costs |
22540 |
22540 |
0 |
Operating profit |
11760 |
12060 |
300 |
Working notes for the above answer is as under
____________________________________________________________________________
b. Based solely on the data given, what is the lowest price per sandwich at which the special order can be filled without reducing MTA's profits?
Answer:
Lowest price
= (Materials 1.1+ Labor .40 + Variable overhead .50)
= $2
Material |
1.1 |
labor |
0.4 |
Variable overhead |
0.5 |
Lowest price |
2 |
Lowest price =2