Freeman Electronics currently produces the shipping containers it uses to delive
ID: 2593345 • Letter: F
Question
Freeman Electronics currently produces the shipping containers it uses to deliver the electronice sells. The monthly cost of producing 9,000 containers follows. Unit-level materials Unit-level labor Unit-level overhead Product-level costs* Allocated facility-level costs 6,000 6,000 3,300 10,500 27,400 One-third of these costs can be avoided by purchasing the containers. Baxi Container Company has offered to sell comparable containers to Freeman for $2.60 each. Required a-1. Calculate the total relevant cost Total relevant cost a-2. Should Freeman continue to make the containers? Yes No b-1. Freeman could lease the space it currently uses in the manufacturing process. If leasing would produce $12,400 per month, Calculate the total avoidable costs. Total avoidable costs b-2.Should Freeman continue to make the containers? Yes NoExplanation / Answer
a-1). Solution :- Total relevant cost = Unit level material + Unit level labor + Unit level overhead + Avoidable product level costs.
= 6000 + 6000 + 3300 + 10500 * 1 / 3
= 6000 + 6000 + 3300 + 3500
= $ 18800.
Conclusion :- Total relevant cost of making the containers = $ 18800.
a-2). Solution :- Total cost of buying the containers = 9000 * 2.60
= $ 23400.
Since the cost of buying containers for freeman electronics amounting to $ 23400 is more than the cost of making the containers amounting to $ 18800, Accordingly, The freeman electronics should continue to make the containers itself.
b-1). Solution :- Total avoidable costs = 18800 + 12400
= $ 31200.
Conclusion :- Total avoidable costs = $ 31200.
b-2). Solution :- No, Freeman Electronics should not continue to make the containers because the total cost of making the containers amounting to $ 31200 is more than the total cost of buying containers amounting to $ 23400 for the freeman electronics.
Related Questions
drjack9650@gmail.com
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.