Margin of safety is the excess of actual sales revenue over the break-even sales revenue.
a. Determination of the Margin of Safety as a percentage for each product-
Margin of safety = (Actual Sales Revenue - Break even sales revenue)/Actual Sales Revenue
Actual Sales Revenue has been given in question as
Particulars | Skin Cream | Bath oil | Color gel |
Actual sales revenue $ | 1380000 | 1962000 | 1568000 |
Break Even sales revenue = Fixed Cost / Profit Volume Ratio (P/V ratio)
Where Profit Volume Ratio = (Selling price per unit - Variable cost per unit)/Selling price per unit
Particulars | Skin Cream | Bath oil | Color gel | |
a | Fixed Cost | 912000 | 950000 | 198000 |
b | Profit Volume Ratio = (SPU - VCU)/SPU | 80.00% | 55.56% | 37.50% |
c | Break Even sales (Fixed Cost/P/V Ratio) | 1140000 | 1710000 | 528000 |
Where SPU stands for Selling price per unit
VCU stands for variable cost per unit
So Margin of Safety will be as follows -
Particulars | Skin Cream | Bath oil | Color gel | |
a | Actual Sales Revenue | 1380000 | 1962000 | 1568000 |
b | BEP Sales | 1140000 | 1710000 | 528000 |
c | Margin of Safety (a-b)/c | 17.39% | 12.84% | 66.33% |
b. Preparation of revised income statement for each product, assuming 20% increase in the budgeted sales volume -
WALTON COMPANY | ||||
Income Statements | ||||
Particulars | Skin Cream | Bath oil | Color gel | |
a | Budgeted Sales Volume | 138000 | 218000 | 98000 |
b | 20 % increase in budgeted sales volume (a*1.20) | 165600 | 261600 | 117600 |
c | Expected sales price (Given in question) | 10 | 9 | 16 |
d | variable cost per unit (Given in question) | 2 | 4 | 10 |
e | Sales Revenue (c*b) | 1656000 | 2354400 | 1881600 |
f | variable cost (d*b) | 331200 | 1046400 | 1176000 |
g | Contribution Margin (e-f) | 1324800 | 1308000 | 705600 |
h | Fixed Cost | 912000 | 950000 | 198000 |
i | Net Income | 412800 | 358000 | 507600 |
(c) Determination of the % change in net income that results from the 20% increase in sales -
WALTON COMPANY | ||||
Income Statements | ||||
Particulars | Skin Cream | Bath oil | Color gel | |
a | Earlier Net Income | 192000 | 140000 | 390000 |
b | New Income after 20% increase in sales | 412800 | 358000 | 507600 |
c | Increase in Net income | 220800 | 218000 | 117600 |
d | % change in net income (increase in net income(c)/earlier net income(a) | 115.00% | 155.71% | 30.15% |
d. Calculation of Operating Leverage -
Operating Leverage is caused due to fixed operating expenses in a firm.
Operating leverage = contribution /EBIT
Particulars | Skin Cream | Bath oil | Color gel | |
a | Contribution Margin | 1104000 | 1090000 | 588000 |
b | EBIT | 192000 | 140000 | 390000 |
c | operating Leverage (a/b) | 5.75 | 7.79 | 1.51 |
Skin cream products has highest operating leverage.
e. If management is pessimistic and risk averse then management should opt Colour gel as it has lowest fixed cost & highest pre tax net income.
(f) If management is optimistic & risk aggressive then management should opt skin cream as it has lowest variable cost.
Please check with your answer and let me know.
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