Answer
Sales Price = $ 22 per unit
Variable Cost = $ 8 per unit
Fixed Cost = 25,000 per month
Projected Number of units Sold = 5,500 For the month
a. Operating Profit
Total Revenue ( $22 * 5,500 Unit) | $ 1,21,000 |
Less: Variable Cost ($ 8 * 5,500 Unit) | ($ 44,000) |
Less : Fixed Cost | ($ 25,000) |
Operating Profit | $ 52,000 |
b.
Sales Price ( $ 1,21,000 * 90%) | $ 1,08,900 |
Less: Total Cost ($ 44,000 + $ 25,000) | ($ 69,000) |
Operating Profit | $ 39,900 |
Sales Price ( $ 1,21,000 * 120%) | $ 1,45,200 |
Less: Total Cost ($ 44,000 + $ 25,000) | ($ 69,000) |
Operating Profit | $76,200 |
c.
Variable Cost per unit = $8 * 90% = $ 7.2
Total variable Cost = $7.2 * 5,500 Units = $39,600
Sales Price | $ 1,21,000 |
Less: Total Cost ($ 39,600+ $ 25,000) | ($ 64,600) |
Operating Profit | $56,400 |
Variable Cost per unit = $8 * 120% = $ 9.6
Total variable Cost = $ 9.6 * 5,500 Units = $ 52,800
Sales Price | $ 1,21,000 |
Less: Total Cost ($ 52,800 + $ 25,000) | ($ 77,800) |
Operating Profit | $43,200 |
d.
1) Fixed costs for the year are 10 % lower than projected
Fixed Cost = $ 25,000 * 90% = $ 22,500
2) Variable costs per unit are 10 % higher than projected
Variable costs = $ 44,000 * 110% = $ 48,400
Total Cost (1 + 2) = $ 22,500 + $ 48,400 = $ 70,900
Sales Price | $ 1,21,000 |
Less: Total Cost | ($ 70,900) |
Operating Profit | $ 50,100 |
Note:
Difference in operating profit between projected and modified = $ 52,000 - $ 50,100 = $ 1,900
The Operating Profit Gone down by $1,900 due to modified cost.
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