The Warren Watch Company sells watches for $27, fixed costs are $100,000, and variable costs are $14 per watch.
a.
Loss = (Selling price – Variable cost per unit) × Number of units – Fixed costs
= (27 – 14) × 7,000 – 100,000
= 13 × 7,000 – 100,000
= 91,000 – 100,000
= - 9,000 (Answer)
b
Gain = (Selling price – Variable cost per unit) × Number of units – Fixed costs
= (27 – 14) × 20,000 – 100,000
= 13 × 20,000 – 100,000
= 260,000 – 100,000
= 160,000 (Answer)
c.
BEP = FixedCost / (SellingPrice – Variable cost per unit)
= 100,000 / (27 – 14)
= 100,000 / 13
= 7,692 (Answer)
d.
BEP = FixedCost / (SellingPrice – Variable cost per unit)
= 100,000 / (32 – 14)
= 100,000 / 18
= 5,556 (Answer)
e.
Answer: BEP is lower.
It happens because 5,556 unit is lower than 7,692 unit.
f.
BEP = FixedCost / (SellingPrice – Variable cost per unit)
= 100,000 / (32 – 27)
= 100,000 / 5
= 20,000 (Answer)
g.
Answer: BEP increases
It happens because 20,000 unit is higher than 7,692 unit.
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