Mary Willis is the advertising manager for Concord Shoe Store. She is currently working on a major promotional campaign. Her ideas include the installation of a new lighting system and increased display space that will add $54,600 in fixed costs to the $399,000 currently spent. In addition, Mary is proposing that a 5% price decrease ($60 to $57) will produce a 20% increase in sales volume (20,000 to 24,000). Variable costs will remain at $36 per pair of shoes. Management is impressed with Mary’s ideas but concerned about the effects that these changes will have on the break-even point and the margin of safety.
1. 2. Compute the margin of safety ratio for current operations and after Mary's changes are introuduced.(Round to the nearest full percent)
3. Prepare a CVP income statement for current operations and after Mary's changes are introuduced.(Show coloumn for total ammounts only) Would you make the chages suggested?
a) Break Even Point (in units) = Total Fixed Cost/Contribution Margin per unit
Calculation of Break Even point is shown as follows:- (Amounts in $)
Current Situation | New Situation | |
A) Selling Price per unit | 60 | 57 |
B) Variable Cost per unit | 36 | 36 |
C) Contribution Margin per unit (A-B) | 24 | 21 |
D) Fixed Cost | 399,000 | 453,600 (399,000+54,600) |
E) Break Even Point (in pairs of shoes) (D/C) | 16,625 pairs | 21,600 pairs |
Therefore current break even point is 16,625 pairs of shoes and new break even point is 21,600 pairs of shoes.
b) Calculation of Margin of Safety Ratio
Current Situation | New Situation | |
A) Actual Sales in units | 20,000 | 24,000 |
B) Break Even Sales in units | 16,625 | 21,600 |
C) Margin of Safety (in units) (A-B) | 3,375 | 2,400 |
D) Margin of Safety Ratio (C/A*100) | 16.875% | 10% |
c) CVP Income statement for both Situation is shown as follows:- (Amounts in $)
Current Situation | New Situation | |
Sales | 1,200,000 (20,000*$60) | 1,368,000 (24,000*$57) |
Less: Variable cost | 720,000 (20,000*$36) | 864,000 (24,000*$36) |
Contribution Margin | 480,000 | 504,000 |
Less: Fixed cost | 399,000 | 453,600 |
Net Income | 81,000 | 50,400 |
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