Riggs Company purchases sails and produces sailboats. It currently produces 1,250 sailboats per year, operating at normal capacity, which is about 80% of full capacity. Riggs purchases sails at $256 each, but the company is considering using the excess capacity to manufacture the sails instead. The manufacturing cost per sail would be $90.54 for direct materials, $89.54 for direct labor, and $90 for overhead. The $90 overhead includes $78,500 of annual fixed overhead that is allocated using normal capacity. The president of Riggs has come to you for advice. “It would cost me $270.08 to make the sails,” she says, “but only $256 to buy them. Should I continue buying them, or have I missed something?”
Prepare a per unit analysis of the differential costs.
If Riggs suddenly finds an opportunity to rent out the unused capacity of its factory for $78,000 per year, would your answer to part (a) change?
1 | Make sails | Buy sails | Net income | |
Increase/decrease | ||||
Direct material | 90.54 | 90.54 | ||
Direct labor | 89.54 | 89.54 | ||
Variable overheads | 27.20 | 27.20 | ||
Purchase price | 256 | -256 | ||
Total units cost | 207.28 | 256 | -48.72 | |
Total overheads | 90 | |||
Fixed overheads | 62.80 | (78500/1250) | ||
Variable overheads per unit | 27.20 | |||
2 | Should make as total unit cost is less in making | |||
3 | Total decrease in unit cost | 48.72 | ||
Number of units | 1250 | |||
Total cost decrease | 60900 | |||
Rent per year | 78000 | |||
Net income will increase by | 17100 | |||
Yes | ||||
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