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product costs: Product A Product B Product C $32.00 $40.00 Direct material $42.00 22.00 20.00 Direct labor 16.00 Variable man
How many minutes of mixing machine time would be required to satisfy demand for all three products? • What is the contributio
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Answer #1

Solution:

1.)

Required minutes of mixing machine time = Mixing machine time for product A + Product B + Product C

= (5,500 units × 3 minutes) + (4,300 units × 4 minutes) +(3,800 units × 2 minutes)

= 16,500 minutes + 17,200 minutes + 7,600 minutes

= 41,300 minutes

41,300 minutes of mixing machine time would be required to satisfy the demand for all three product .

2.)

Computation contribution margin of individual product:

Products A B C
Selling price $105 $124 $130
Less: variable cost (DM + DL + V. MOH) -$73 -$60 -$68
Contribution margin (a) $32 $64 $62
Mixing minutes per unit (b) 3 4 2
Contribution margin per unit (a) ÷ (b) $10.67 $16 $31

3.)

If only 40,000 minutes are available, the whole of product A 5500 units and product B 4300 units and only 3150 units of product C shall be produced.

= (5,500 units × 3 minutes) + (4,300 units × 4) + (3,150 units × 2 minutes)

= 16,500 minutes + 17,200 minutes ) + 6,300 minutes balance

= 40,000 minutes

4.)

Yes, there is unmet demand for product C. It is 650 units (3,800 units - 3,150 units)

5.)

Rutro should be willing to pay contribution amount less variable selling expenses per unit for unmet demand that is equal to $38,350 [($68 - $9) × 650 units] with respect to unmet demand for product C.

If you have any query regarding this question (above parts done by me) , please ask me.

Please post the rest part separately.

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