Answer a)
Current Year | |
Net Sales | $1,600,000 |
Variable Costs : | |
Direct Materials | $511,000 |
Direct Labor | $285,000 |
Selling Expenses | $96,000 |
Administrative Expenses | $56,000 |
Manufacturing Overhead | $252,000 |
Total Variable Costs | $1,200,000 |
Contribution Margin | $400,000 |
Explanation :
Net Sales = $1,600,000 (Given)
Direct Materials = $511,000 (Given)
Direct Labor = $285,000 (Given)
Variable Selling Expenses = 40% of $240,000
= $96,000
Variable Administrative Expenses = 20% of $280,000
= $56,000
Variable Manufacturing Overhead = 70% of $360,000
= $252,000
Total Variable Cost = Direct Materials + Direct Labor + Variable Selling Expenses + Variable Administrative Expenses + Variable Manufacturing Overhead
= $511,000 + $285,000 + $96,000 + $56,000 + $252,000
= $1,200,000
Contribution Margin = Sales Revenue - Total Variable Cost
= $1,600,000 - $1,200,000
= $400,000
In the projected year the units sales will increase by 10% with no change in price of unit (Given)
Therefore,
Sales in Projected sales will be 110% (100% + 10%) of the current year sales
Since, units increase by 10%, Variable Cost will also increase be 110% of current year variable cost
Current Year (100%) | Increase (10% of Current Year) | Projected Year (current year + 10% increase) | |
Net Sales | $1,600,000 | $160,000 (10% of $1,600,000) | $1,760,000 |
Variable Costs: | |||
Direct Materials | $511,000 | $51,100 (10% of $511,100) | $562,100 |
Direct Labor | $285,000 | $28,500 (10% of $285,000) | $313,500 |
Selling Expenses | $96,000 | $9,600 (10% of $96,000) | $105,600 |
Administrative Expenses | $56,000 | $5,600 (10% of $56,000) | $61,600 |
Manufacturing Overhead | $252,000 | $25,200 (10% of $252,000) | $277,200 |
Total Variable Cost | $1,200,000 | $120,000 (10% of $1,200,000) | $1,320,000 |
Contribution Margin | $400,000 | $40,000 (10% of $400,000) | $440,000 |
Explanation : After 10% increase -
Net Sales in projected year = $1,760,000 (calculated above)
Total Variable Cost in projected year = $562,100 + $313,500 + $105,600 + $61,600 + $277,200
= $1,320,000 (calculated above)
Contribution Margin (in projected year) = Net Sales (in projected year) - Total Variable Cost (in projected year)
= $1,760,000 - $1,320,000
= $440,000
Total Fixed Cost for Current Year = Fixed Selling Expenses + Fixed Administrative Expenses + Fixed Manufacturing Overhead
Fixed Selling Expenses = 60% of $240,000
= $144,000
Fixed Administrative Expenses = 80% of $280,000
= $224,000
Fixed Manufacturing Overhead = 30% of $360,000
= $108,000
Therefore, Total Fixed Cost for the current year = $144,000 + $224,000 + $108,000
= $476,000
Since, it is assumed that fixed cost of projected year will remain same. Therefore, fixed cost of projected year = $476,000
Answer b)
Break-even Point (in units) for the first year = Total Fixed Cost (first year) / Contribution Margin per unit (first year)
Total Fixed Cost (first year) = $476,000 (calculated above)
Contribution Margin per unit = Contribution Margin / Number of Units
= $400,000 / 100,000
= $4
Therefore, Break-even Point (in units) = $476,000 / $4
= 119,000 units
Break-even Point (in sales dollars) (first year) = (Total Fixed Cost in first year / Contribution Margin in first year) * Net Sales in first year
= ($476,000 / $400,000) * $1,600,000
= $1,904,000
Answer c)
Target Operating Income = $310,000 (Given)
Total Fixed Cost = $476,000 (Calculated above)
Target Contribution Margin - Total Fixed Cost = Target Operating Income
Target Contribution Margin - $476,000 = $310,000
Target Contribution Margin = $310,000 + $476,000
Target Contribution Margin = $786,000
Contribution Margin Ratio of Poole corporation = (Contribution Margin / Net Sales) * 100
Contribution Margin Ratio of Poole corporation = ($400,000 / $1,600,000) * 100
Contribution Margin Ratio of Poole corporation = 25%
Note : Contribution Margin Ratio has been calculated using contribution margin and net sales of current year. The same can also be calculated using the contribution margin and net sales of the projected year.
Contribution Margin Ratio = 25%
Contribution Margin Ratio = (Target Contribution Margin / Target Net Sales)
25% = $786,000 / Target Net Sales
Target Net Sales = $786,000 / 25%
= $3,144,000
Answer d)
Margin of Safety Ratio = (Margin of Safety / Actual Sales) * 100
Margin of Safety = Actual Sales - Breakeven Sales
Actual Sales = $3,144,000 (Given)
Break-even sales = Total Fixed Cost / Contribution Margin Ratio
= $476,000 / 25%
= $1,904,000
Margin of Safety = $3,144,000 - $1,904,000
= $1,240,000
Therefore, Margin of Safety Ratio = ($1,240,000 / $3,144,000) * 100
= 39.44%
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