Ohms Company manufactures plugs at a cost of $41 per unit, which includes $5 of fixed overhead. Ohms needs 30,000 of these plugs annually (as part of a larger product it produces). Wire Company has offered to sell these units to Ohms at $43 per unit. If Ohms decides to purchase the plugs, $60,000 of the annual fixed overhead cost will be eliminated, and the company may be able to rent the facility previously used for manufacturing the plugs. If Ohms Company purchases the plugs but does not rent the unused facility, the company would: Save $5.00 per unit. Lose $8.00 per unit. Save $4.00 per unit. Lose $5.00 per unit. Save $3.00 per unit.
Ohms Company manufactures plugs at a cost of $41 per unit, which includes $5 of fixed overhead. Ohms needs 30,000 of these plugs annually (as part of a larger product it produces). Wire Company has offered to sell these units to Ohms at $43 per unit. If Ohms decides to purchase the plugs, $60,000 of the annual fixed overhead cost will be eliminated, and the company may be able to rent the facility previously used for manufacturing the plugs. If Ohms Company purchases the plugs but does not rent the unused facility, the company would: Save $5.00 per unit. Lose $8.00 per unit. Save $4.00 per unit. Lose $5.00 per unit. Save $3.00 per unit.
Chapter10: Short-term Decision Making
Section: Chapter Questions
Problem 4EB: Dimitri Designs has capacity to produce 30,000 desk chairs per year and is currently selling all...
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Ohms Company manufactures plugs at a cost of $41 per unit, which includes $5 of fixed overhead. Ohms needs 30,000 of these plugs annually (as part of a larger product it produces). Wire Company has offered to sell these units to Ohms at $43 per unit. If Ohms decides to purchase the plugs, $60,000 of the annual fixed overhead cost will be eliminated, and the company may be able to rent the facility previously used for manufacturing the plugs.
If Ohms Company purchases the plugs but does not rent the unused facility, the company would:
-
Save $5.00 per unit.
-
Lose $8.00 per unit.
-
Save $4.00 per unit.
-
Lose $5.00 per unit.
-
Save $3.00 per unit.
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