The AMZ Balderdash Company has two brands ("A" & "B"). Price and cost data for each are presented below.

a) What are the respective brand contribution margins ($) of "A" and "B" to the AMZ Company? Assuming that AMZ Company is profit oriented and wishes to retain only one of these brands which brand would you recommend for retention? Explain your reasoning and state your assumptions!
b) Given a 15% price cut, estimate the breakeven elasticity of each brand. Briefly discuss the implications of each B/E elasticity. (4 points)
c) It has been proposed that the price of each brand be reduced by 15%. Unit variable costs are unchanged. What would be the new unit contribution margin and unit contribution margin ratio for each brand, assuming no change in unit variable costs? (4 POINTS)
| Answer 1 | Brand A | Brand B |
| Unit selling price | $ 3.45 | $ 4.15 |
| Less: Variable cost per unit | $ 2.05 | $ 1.95 |
| Unit Contribution margin | $ 1.40 | $ 2.20 |
| Unit Sold | 725,000 | 1,255,000 |
| Multiply: Unit contribution margin | $ 1.40 | $ 2.20 |
| Brand Contribution margin | $ 1,015,000 | $ 2,761,000 |
| Brand Contribution margin | $ 1,015,000 | $ 2,761,000 |
| Less: Fixed expenses | $ 645,000 | $ 895,000 |
| Net operating (loss) | $ 370,000 | $ 1,866,000 |
| Company would retain the Brand B. Because the Brand B has Higher net income. | ||
| Answer 2 | Brand A | Brand B |
| Fixed expense | $ 645,000 | $ 895,000 |
| Divided by : Unit Contribution margin | $ 1.4000 | $ 2.2000 |
| Break even point in Unit sales | 460,714 | 406,818 |
| Using New prices | ||
| Unit selling price | $ 3.4500 | $ 4.1500 |
| Less: Decrease in price (Selling price * 15%) | $ 0.5175 | $ 0.6225 |
| Revised Unit selling price | $ 2.9325 | $ 3.5275 |
| Revised Unit selling price | $ 2.9325 | $ 3.5275 |
| Less: Variable cost per unit | $ 2.0500 | $ 1.9500 |
| Unit Contribution margin | $ 0.8825 | $ 1.5775 |
| Fixed expense | $ 645,000 | $ 895,000 |
| Divided by : Unit Contribution margin | $ 0.8825 | $ 1.5775 |
| Revised Break even point in Unit sales | 730,878 | 567,353 |
| Revised Break even point in Unit sales | 730,878 | 567,353 |
| Less: Break even point in Unit sales | 460,714 | 406,818 |
| Increase in break even | 270,164 | 160,535 |
| Divided by: Break even point in Unit sales | 460,714 | 406,818 |
| Increase in units required (%) | 59% | 39% |
| Increase in units required (%) | 59% | 39% |
| Divided by: Decrease in price | 15% | 15% |
| BREAK-EVEN ELASTICITY | 3.91 | 2.63 |
| Brand A is more risky if the price will drop compared to the Brand B. | ||
| Answer 3 | Brand A | Brand B |
| Using New prices | ||
| Unit selling price | $ 3.4500 | $ 4.1500 |
| Less: Decrease in price (Selling price * 15%) | $ 0.5175 | $ 0.6225 |
| Revised Unit selling price | $ 2.9325 | $ 3.5275 |
| Revised Unit selling price | $ 2.9325 | $ 3.5275 |
| Less: Variable cost per unit | $ 2.0500 | $ 1.9500 |
| Unit Contribution margin | $ 0.8825 | $ 1.5775 |
| Unit Contribution margin | $ 0.8825 | $ 1.5775 |
| Divided by: Revised Unit selling price | $ 2.9325 | $ 3.5275 |
| Contribution margin Ratio | 30.09% | 44.72% |
1. The AMZ Balderdash Company has two brands ("A" & "B"). Price and cost data for...
1. The AMZ Balderdash Company has two brands ("A" & "B"). Price and cost data for each are presented below. "A" "B" Unit price $3.45 $4.15 Unit variable cost $2.05 $1.95 Unit volume/year 725,000 units 1,255,000 units Annual Promotional expense $645,000 $895,000 a) What are the respective brand contribution margins ($) of "A" and "B" to the AMZ Company? Assuming that AMZ Company is profit oriented and wishes to retain only one of these brands which brand would you recommend...
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