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Minden Company introduced a new product last year for which it is trying to find an optimal selling price. Marketing studies

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Answer #1
1) Present net annual income or loss
Sales Revenue $         23,68,800
(25200*$94)
Less:
Variable Cost $         16,12,800
(25200*$64)
Contribution $            7,56,000
Less:
Fixed Expenses $            8,30,400
Loss $               74,400
2) Present Break-Even Point
Present Contribution Margin Per unit = $756000/25200 units
=$30 per unit
Break-even Point In-Unit = Fixed Cost/ Contribution Margin Per Unit
=$830400/30
=27680 units
In dollares = 27680 units *$94
=$2601920
3) Sales Price 94 92 90 88 86 84 82
Units 25200 30200 35200 40200 45200 50200 55200
Sales Revenue $         23,68,800 $   27,78,400 $   31,68,000 $   35,37,600 $       38,87,200 $   42,16,800 $   45,26,400
Less:
Variable Cost $         16,12,800 $   19,32,800 $   22,52,800 $   25,72,800 $       28,92,800 $   32,12,800 $   35,32,800
Contribution $            7,56,000 $     8,45,600 $     9,15,200 $     9,64,800 $         9,94,400 $   10,04,000 $     9,93,600
Less:
Fixed Expenses $            8,30,400 $     8,30,400 $     8,30,400 $     8,30,400 $         8,30,400 $     8,30,400 $     8,30,400
Income (Loss) $              -74,400 $         15,200 $         84,800 $     1,34,400 $         1,64,000 $     1,73,600 $     1,63,200
Maximum Profit $            1,73,600
Number of units 50200
Selling Price $                        84
4) Break-Even Points
Present Contribution Margin Per unit = $1004000/50200 units
=$20 per unit
Break-even Point In-Unit = Fixed Cost/ Contribution Margin Per Unit
=$830400/20
=41520 units
In dollars = 41520 units *$84 per unit
$               34,87,680
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