4. Can Division of FP Inc. makes and sells tin cans externally for $0.60 per can. Its unit variable costsand unit fixed costs are $0.24 and $0.08, respectively. The Packaging Division wants to purchase50,000 cans at $0.32 a can. Selling internally will save $0.02 a can.Assuming there is sufficient capacity, what is the minimum transfer price it should accept?a. $0.24b. $0.32c. $0.22d. $0.30

INTRODUCTION: A variable cost is one that fluctuates in accordance with either the volume of output…

Answered: 4. Can Division of FP Inc. makes and…

FINANCIAL ACCOUNTING

10th Edition

ISBN:9781259964947

Author:Libby

Publisher:Libby

Chapter1: Financial Statements And Business Decisions

Section: Chapter Questions

Problem 1Q

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Please explain in detail. . The Can Division of Concord Corporation manufactures and sells tin cans externally for $ 0.70 per can. Its unit variable costs and unit fixed costs are $ 0.24 and $ 0.07, respectively. The Packaging Division wants to purchase 50,000 cans at $ 0.31 a can. Selling internally will save $ 0.02 a can.Assuming the Can Division has sufficient capacity, what is the minimum transfer price it should accept? $ 0.24 $ 0.31 $ 0.22 $ 0.29
The Can Division of Marigold Corp. manufactures and sells tin cans externally for $0.60 per can. Its unit variable costs and unit fixed costs are $0.24 and $0.06, respectively. The Packaging Division wants to purchase 50,000 cans at $0.30 a can. Selling internally will save $0.03 a can.Assuming the Can Division has sufficient capacity, what is the minimum transfer price it should accept? $0.30 $0.21 $0.27 $0.24
The Can Division of Crane Company manufactures and sells tin cans externally for $0.70 per can. Its unit variable costs and unit fixed costs are $0.24 and $0.07, respectively. The Packaging Division wants to purchase 50,000 cans at $0.31 a can. Selling internally will save $0.05 a can.Assuming the Can Division is already operating at full capacity, what is the minimum transfer price it should accept? $0.67 $0.39 $0.36 $0.65
Carmen Co. can further process Product J to produce Product D. Product J is currently selling for $20.90 per pound and costs $16.10 per pound to produce. Product D would sell for $42.25 per pound and would require an additional cost of $8.20 per pound to produce. What is the differential cost of producing Product D? a. $6.56 per pound b. $4.92 per pound c. $8.20 per pound d. $9.84 per pound
Zang Co. has the option to either further process product Alpha to produce Product Zeta. The selling price of product Alpha is $36 per unit and it costs $23 to produce each unit of product Alpha. Product Zeta would be sold for $55 and would require an additional $25 cost for production. What is the differential cost to produce product Zeta? a. $25 per unit b. $20 per unit unit с. $23 per d. $2 per unit
Carmen Co. can further process Product J to produce Product D. Product J is currently selling for $20.70 per pound and costs $16.80 per pound to produce. Product D would sell for $43.20 per pound and would require an additional cost of $10.40 per pound to produce. What is the differential cost of producing Product D? Oa. $12.48 per pound Ob. $6.24 per pound Oc. $8.32 per pound Od. $10.40 per pound
Zang Co. has the option to either further process product Alpha to produce Product Zeta. The selling price of product Alpha is $36 per unit and it costs $23 to produce each unit of product Alpha. Product Zeta would be sold for $55 and would require an additional $25 cost for production. What is the differential cost to produce product Zeta? a. $25 per unit b. $20 per unit c. $23 per unit d. $2 per unit а. с.
Carmen Co. can further process Product J to produce Product D. Product J is currently selling for $19.20 per pound and costs $14.60 per pound to produce. Product D would sell for $37.80 per pound and would require an additional cost of $8.90 per pound to produce. The differential cost of producing Product D is a.$10.68 per pound b.$7.12 per pound c.$5.34 per pound d.$8.90 per pound Yasmin Co. can further process Product B to produce Product C. Product B is currently selling for $31 per pound and costs $26 per pound to produce. Product C would sell for $59 per pound and would require an additional cost of $22 per pound to produce. The differential cost of producing Product C is a.$59 per pound b.$22 per pound c.$31 per pound d.$26 per pound
Yasmin Co. can further process Product B to produce Product C. Product B is currently selling for $31 per pound and costs $29 per pound to produce. Product C would sell for $56 per pound and would require an additional cost of $23 per pound to produce. What is the differential cost of producing Product C? Oa. $23 per pound Ob. $29 per pound Oc. $56 per pound Od. $31 per pound
Grace Co. can further process Product B to produce Product C. Product B is currently selling for $20 per pound and costs $15 per pound to produce. Product C would sell for $40 per pound and would require an additional cost of $10 per pound to produce. The differential revenue of producing and selling Product C is a. $30 per pound b. $40 per pound c. $25 per pound d. $20 per pound
Holiday Corporation has two divisions, Quail and Marlin. Quail produces a widget that Marlin could use in its production. Quail's variable costs are $4.30 per widget while the full cost is $7.30. Widgets sell on the open market for $12.60 each. If Quail has excess capacity, what would be the minimum transfer price if Marlin currently is purchasing 115,000 units on the open market? Multiple Choice $5.30 $4.30 $12.60 $7.30
Parker Co. can further process Product J to produce Product D. Product J is currently selling for $21 per pound and costs $15.75 per pound to produce. Product D would sell for $35 per pound and would require an additional cost of $8.75 per pound to produce. What is the net differential income of producing Product D? $7 per pound $8.75 per pound $15 per pound $5.25 per pound

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