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Solution
Part 1
Contribution Margin ratio
(sales-Variable Expenses)/Sales
(400000-160000)/400000
CM ratio
60%
Part 2
Breakeven
(Fixed Cost/CM ratio)
($ 180000/60%)
Breakeven Point in dollar sales
$ 300,000.00
Part 3
Income Statement
Sales
$ 475,000.00
Variable Cost (40% of sales)
$ 190,000.00
Contribution Margin
$ 285,000.00
Fixed Cost
$ 180,000.00
Net Income
$ 105,000.00
Change in Income ($ 105000-$ 60000)
Net operating Income Increase by $45000.
Part 4a
Degree of Operating Leverage
Contribution/Operating Income
240000/60000
Degree of Operating leverage
4
times
Part 4b
Degree of Operating leverage is also calculated as % Change in operating income/%change in Sales
so 4 =
x/20%
x =
20%*4
x=
80%
Increase in Operating income =
60000+80%
Increase in Operating income =
$108000.00
Net Operating Income Increase by 80%
Part 5a
Current number of units sold
400000/20
Current number of units sold
20000 units
Decrease in price (20-10%)
18
Increase in Units (20000+25%)
25000 unit
Income Statement
sales(25000 units*18)
$ 450,000.00
Variable cost (25000 units*8)
$ 200,000.00
Contribution Margin
$ 250,000.00
Fixed Cost
$ 210,000.00
Net Income
$ 40,000.00
Net operating Income
$ 40,000.00
Part 5b
Sales manager\'s suggestion is not recommended because it decreases the net income to $ 40000 from $ 60000.
Part 6
Income Statement (sales 25% Increase)
sales
$ 500,000.00
Variable cost (25000*9)
$ 225,000.00
Contribution Margin
$ 275,000.00
Fixed Cost
$ 215,000.00
Net Income
$ 60,000.00
Increase in Advertisement expenses
Fixed cost before 25% increse in sales
$ 180,000.00
Fixed cost After 25% increse in sales
$ 215,000.00
Net Increase in Advertisement expenses
$ 35,000.00
Amount by which advertisement can be increased is
$ 35,000.00
| Part 1 | Contribution Margin ratio | |
| (sales-Variable Expenses)/Sales | ||
| (400000-160000)/400000 | ||
| CM ratio | 60% | |
| Part 2 | Breakeven | (Fixed Cost/CM ratio) | 
| ($ 180000/60%) | ||
| Breakeven Point in dollar sales | $ 300,000.00 | 




