Solution 1) Calculation of Klyne Corporation’s break-even point in sales dollars for the year 2017.
$ |
|
Sales |
3,25,00,000.00 |
Less: Variable Costs |
|
Variable cost of goods sold |
1,88,50,000.00 |
Variable selling and marketing expenses |
71,50,000.00 |
Total Variable Costs |
2,60,00,000.00 |
Contribution = Sales - Total Variable Costs |
65,00,000.00 |
Less: Fixed Costs |
|
Fixed cost of goods sold |
26,32,000.00 |
Fixed selling and marketing expenses |
19,95,000.00 |
Total Fixed Costs |
46,27,000.00 |
Profit = Contribution - Total Fixed Costs |
18,73,000.00 |
Profit Volume ratio for the year 2017 = Contribution / Sales
= $65,00,000 / $32,500,000 = 0.20
Break-even point in sales dollars for the year 2017 = Total Fixed
Cost / PV Ratio
= $46,27,000 / 0.20 = $23,135,000
Therefore, Klyne Corporation’s Break-even point in sales dollars for the year 2017 is $23,135,000.
Solution 2) Calculation of Klyne Corporation’s break-even point in sales dollars if company had hired its own sales force to replace network of agents.
Commission to own sales force = 15% of $32,500,000 = $4,875,000
Fixed cost = $2,093,000
$ |
|
Sales |
3,25,00,000.00 |
Less: Variable Costs |
|
Variable cost of goods sold |
1,88,50,000.00 |
Variable selling and marketing expenses |
48,75,000.00 |
Total Variable Costs |
2,37,25,000.00 |
Contribution = Sales - Total Variable Costs |
87,75,000.00 |
Less: Fixed Costs |
|
Fixed cost of goods sold |
26,32,000.00 |
Fixed selling and marketing expenses |
20,93,000.00 |
Total Fixed Costs |
47,25,000.00 |
Profit = Contribution - Total Fixed Costs |
40,50,000.00 |
Profit Volume ratio if company had hired its own sales force to replace network of agents.
= Contribution / Sales
= $87,75,000.00 / $32,500,000 = 0.27
Break-even point in sales dollars if company had hired its own
sales force to replace network of agents.
= Total Fixed Cost / PV Ratio
= $47,25,000 / 0.27 = $17,500,000
Therefore, Klyne Corporation’s Break-even point in sales dollars if company had hired its own sales force to replace network of agents is $17,500,000
Solution 3) Calculation of Degree of Operating Leverage
Operating Leverage = Contribution / Earnings before Interest and Tax
Operating Leverage = $65,00,000.00 / 18,73,000.00 = 3.47 Times
Operating Leverage = $87,75,000.00 / 40,50,000.00 = 2.17 Times
Operating leverage shows the effect of change in sales on the level of operating profits of the firm. The firm should try to avoid high degree of operating leverage as it a condition of high risk as a small decrease in sales can excessively affect the profitability of the frim.
Solution 4) Calculation of Sales in dollars to earn an operating profit of $1,873,000 if Klyne increases the commission paid to its sales staff to 12%.
Commission to own sales force = 12% of $32,500,000 = $3,900,000
$ |
|
Sales |
3,25,00,000.00 |
Less: Variable Costs |
|
Variable cost of goods sold |
1,88,50,000.00 |
Variable selling and marketing expenses |
39,00,000.00 |
Total Variable Costs |
2,27,50,000.00 |
Contribution = Sales - Total Variable Costs |
97,50,000.00 |
Less: Fixed Costs |
|
Fixed cost of goods sold |
26,32,000.00 |
Fixed selling and marketing expenses |
20,93,000.00 |
Total Fixed Costs |
47,25,000.00 |
Profit = Contribution - Total Fixed Costs |
50,25,000.00 |
Profit Volume Ratio = Contribution / Sales = $97,50,000 / $3,25,00,000 = 0.30
Therefore, Sales in Dollars to earn an operating profit of $1,873,000
= (Fixed Cost + Desired Profit) / PV Ratio
= ($4,725,000 + $1,873,000) / 0.30 = $21,993,333.33
Sales in dollars to earn an operating profit of $1,873,000 if Klyne increases the commission paid to its sales staff to 12% is $21,993,333.33.
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