Rutkey Collectibles is a small toy company that manufactures and
sells metal replicas of classic cars. Each car sells for $3.40 The
cost of each unit follows:
Materials | $ | 1.00 | |
Labor | 0.40 | ||
Variable overhead | 0.50 | ||
Fixed overhead ($18,200 per month, 18,200 units per month) | 1.00 | ||
Total costs per unit | $ | 2.90 | |
One of Rutkey's regular customers asked the company to fill a
special order of 300 units at a selling price of $2.40 per unit.
Rutkey's can fill the order using existing capacity without
affecting total fixed costs for the month. However, Rutkey's
manager was concerned about selling at a price below the $2.90 cost
per unit and has asked for your advice.
Required:
a. Prepare a schedule to show the impact of providing the special order of 300 units on Rutkey's profits in addition to the regular production and sales of 18,200 units per month.
b. Based solely on the data given, what is the lowest price per unit at which the model cars could be sold for the special order without reducing Rutkey's profits?
c. If Rutkey Collectibles company was operating
at capacity, what would happen to operating profit if the special
order was accepted?
Prepare a schedule to show the impact of providing the special order of 300 units on Rutkey's profits in addition to the regular production and sales of 18,200 units per month. (Select option "higher" or "lower", keeping Status Quo as the base. Select "none" if there is no effect.)
|
Based solely on the data given, what is the lowest price per unit at which the model cars could be sold for the special order without reducing Rutkey's profits? (Enter your answer to 2 decimal places.)
|
If Rutkey Collectibles company was operating at capacity, what would happen to operating profit if the special order was accepted?
Increas / Decrease / No change
Part-a: Schedule showing Ipact of Special Order | ||||
Status Quo 18200 cars | Alternative 18500 cars | Difference | ||
Sales Revenue | $61,880.00 | $62,600.00 | $1,075.00 | Higher |
(18200*3.40) | (18200*3.40)+300*2.40 | |||
Less Variable Costs: | ||||
Materials @ $1 | $18,200.00 | $18,500.00 | $500.00 | Higher |
Labor @0.40 | $7,280.00 | $7,280.00 | $300.00 | Higher |
Variable Overhead @0.50 | $9,100.00 | $9,250.00 | $150.00 | Higher |
Total Variable Cost | $34,580.00 | $35,030.00 | $950.00 | Higher |
Contribution Margin | $27,300.00 | $27,570.00 | $125.00 | Higher |
Less: Fixed Costs | $18,200.00 | $18,200.00 | $0.00 | None |
Operating Profit | $9,100.00 | $9,370.00 | $125.00 | Higher |
b. Computation of Lowest Price per Car | |
Material Cost | 1 |
Labour Cost | 0.4 |
Varioable Overhead Cost | 0.5 |
Lowest Price per Car | 1.9 |
c. The opeating profit would decrease |
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