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U-RIDE, Inc. currently produces the electric engines that are used in golf carts made and sold by the Company. Electco has offered to sell the

U-RIDE, Inc. currently produces the electric engines that are used in golf carts made and sold by the Company. Electco has offered to sell the electric engines to U-RIDE at a price of $270 each.

Current production information follows:

Unit-level material and labor $ 225
Facility-level depreciation of manufacturing equip. $ 6,000 /month
Product-level engine production supervisor's salary $ 3,000 /month
Annual facility-level utilities $ 20,000

U-RIDE is currently operating profitably producing and selling 3,000 engines a year using 80% of its manufacturing capacity. Which of the following is true?

Multiple Choice

  • U-RIDE should make the engines for cost savings of $45 per unit.

  • Buying the units would increase U-RIDE's cost by $33 per unit.

  • U-RIDE has avoidable costs of greater than $270 per unit and should therefore buy the engines.

  • Buying the units would increase profitability by $78 per unit.

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2)

U-RIDE, Inc. currently produces the electric engines that are used in golf carts made and sold by the Company. Electco has offered to sell the electric engines to U-RIDE at a price of $270 each.

Current production information follows:

Unit-level material and labor $ 225
Facility-level depreciation of manufacturing equip. $ 6,000 /month
Product-level engine production supervisor's salary $ 3,000 /month
Annual facility-level utilities $ 20,000

Buying the engines will free up manufacturing capacity that could be used to make a new economy line golf cart that would produce an additional $105,000 profit per year. U-RIDE is currently operating profitably producing and selling 3,000 engines annually. Based on this information, which of the following is true?

Multiple Choice

  • a) The $105,000 is not relevant because it is an estimate.

  • b) Buying the units would increase U-RIDE's cost by $33 per unit.

  • c) U-RIDE has avoidable costs of less than $270 per unit and should therefore buy engines.

  • d) The cost of buying the engines is $2 per unit less than the relevant cost of making the units.

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