Respuesta :
Answer:
Process A: Annual fixed cost of $160,000 and a variable cost of $6 per unit
Process B: Annual fixed cost of $195,000 and a variable cost of $5 per unit
Let annual production be x
Process A: Total Cost = $160,000 + $6x
Process B: Total Cost = $195,000 + $5x
Motors from a vendor for $8 so total cost: 8x
For break-even Process A:
$160,000+ $6x = 8x
x = $80,000.
If annual production x is more than 80,000 it is better to apt for Process A.
For break-even Process B:
$195,000+ 5x = 8x
x = $65,000
If annual production x is more than $65,000 it is better to apt for Process B.
Determine the range of annual volume for which each of the alternatives would be best :
Given data :
Process A:
Annual fixed cost of $160,000 and a variable cost of $6 per unit
Process B:
Annual fixed cost of $195,000 and a variable cost of $5 per unit
- Let annual production be A.
Process A:
Total Cost = Fixed Cost +Variable Cost
Total Cost = $160,000 + $6A
Process B:
Total Cost = Fixed Cost +Variable Cost
Total Cost = $195,000 + $5A
The motors for the appliance from a vendor at $8 therefore the the Total cost will be $ 8A.
For break-even Process A:
- $160,000+ $6x = 8A
- A = $80,000.
For break-even Process B:
- $195,000+ 5x = 8A
- A = $65,000
It is better to choose process A.
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