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11. How many pounds of raw material are needed to make one unit of each of the two products? Alpha Beta Pounds of raw materia
13. Assume that Canes customers would buy a maximum of 86,000 units of Alpha and 66,000 units of Beta. Also assume that the
14. Assume that Canes customers would buy a maximum of 86,000 units of Alpha and 66,000 units of Beta. Also assume that the
15. Assume that Canes customers would buy a maximum of 86,000 units of Alpha and 66,000 units of Beta. Also assume that the


Required information (The following information applies to the questions displayed below.) Cane Company manufactures two prod
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Answer #1
11)
Alpha Beta
Pounds of raw materials per unit ($30/$5); ($15/$5) 6 3
13)
First calculate which product gives more profit: Alpha Beta
Selling price per unit $150 $110
Less: Variable costs per unit:
   Direct materials per unit ($30) ($15)
   Direct labor per unit ($26) ($22)
   Variable manufacturing overheads per unit ($13) ($11)
   Variable selling expenses per unit ($18) ($14)
Contribution margin per unit $63 $48
Pounds of raw materials reqquired per unit in pounds 6 3
Contribution margin per pound of materials ($63/$6); ($48/$3) $10.50 $16.00
Rank as per the contribution margin per pound 2 1
Considering the limited pounds of raw materials, which product has highest rank that product will be produced first and then the second rank product
So -
all units will be given for Beta 66,000
For Alpha, (210,000 pounds - [66,000 units * 3 pounds] = 12,000 pounds/6 pounds per unit) 2,000
Therefore -
Alpha Beta
Units produced 2,000 66,000
14) Alpha Beta Total
Contribution margin per unit (a) $63 $48
Total units produced (b) 2,000 66,000
Contribution Margin $126,000 $3,168,000 $3,294,000
Therefore, total contribution margin is $3,294,000.
15)
As per the current situation, the total demand of Beta can be met but for Alpha, total 2,000 units only can be produced so the additional materials are required for Aplha only
Alpha
Cost of raw materials per pound $5
Add: Contribution margin per pound $10.50
Maximum price to be paid per pound $15.50
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