Solution:
Here the computation is done by mentioning each line item as i, ii, iii and so on. Alternatively, one can use a, b, c , d etc..
Part A.
Skin Cream | Bath Oil | Color Gel | |
Sales price (i) | $9.00 | $7.00 | $14.00 |
Variable costs (ii) | $2.00 | $4.00 | $9.00 |
Contribution margin (iii) = (i – ii) | $7.00 | $3.00 | $5.00 |
Fixed costs (iv) | $693,000 | $495,000 | $140,000 |
Break-even units (v) = (iv ÷ iii) | 99,000 | 1,65,000 | 28,000 |
Break-even sales in $ (vi) = (v x i) | $891,000 | $1,155,000 | $392,000 |
Budgeted sales in units (vii) | 1,28,000 | 2,08,000 | 88,000 |
Budgeted sales in $ (viii) = (vii x i) | $1,152,000 | $1,456,000 | $1,232,000 |
Margin of safety (viii – vii) ÷ viii | 22.66% | 20.67% | 68.18% |
Part B.
Skin Cream | Bath Oil | Color Gel | |
Sales Expeced in units (i) | 1,53,600 | 2,49,600 | 1,05,600 |
Expected sales price (ii) | $9.00 | $7.00 | $14.00 |
Variable costs per unit (iii) | $2.00 | $4.00 | $9.00 |
Income Statements | |||
Sales revenue (iv) = (i x ii) | $1,382,400 | $1,747,200 | $1,478,400 |
Variable costs (v) = (i x iii) | $307,200 | $998,400 | $950,400 |
Contribution margin (vi)= (iv-v) | $1,075,200 | $748,800 | $528,000 |
Fixed cost (vii) | $693,000 | $495,000 | $140,000 |
Net income (viii) = (vi-vii) | $382,200 | $253,800 | $388,000 |
Part C.
Skin Cream | Bath Oil | Color Gel | |
Income before change (i) | $ 203,000 | $129,000 | $300,000 |
Income after change (ii) | $382,200 | $253,800 | $388,000 |
% change in income (ii – i) ÷ i | 88.28% | 96.74% | 29.33% |
Part D.
In this scenario, the management would choose Color Gel as the margin of safety is high compared to the other products.
Part E.
In this scenario, the management is likely to choose Bath Oil as the the margin of safety is low compared to Color Gel and Skin Cream.
Required: a. Determine the margin of safety as a percentage for each product. b. Prepare revised...
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