Answer to Question 1
1. We can recast BioPharm's income statement to emphasize contribution margin, and then use it to compute the required CVP parameters.
BioPharm Corporation
Income Statement for the Year Ended December 31, 2014
Using Sales Agents Using Own Sales Force
Revenues 32,000,000 32,000,000
Variable Costs
Cost of goods soldvariable 12,160,000 12,160,000
Marketing commissions 6,400,000 18,560,000 4,160,000 16,320,000
Contribution margin 13,440,000 15,680,000
Fixed Costs
Cost of goods soldfixed 3,750,000 3,750,000
Marketingfixed 3,660,000 7,410,000 5,900,000 9,650,000
Operating income 6,030,000 6,030,000
Contribution margin percentage (13,440,000 32,000,000; 15,680,000 32,000,000)
42 49
Breakeven revenues
(7,410,000 0.42; 9,650,000 0.49)
17,642,857
19,693,878
Degree of operating leverage
(13,440,000 6,030,000; 15,680.000 6,030,000)
2.23 2.60
2. The calculations indicate that at sales of 32,000,000, a percentage change in sales and contribution margin will result in 2.23 times that percentage change in operating income if BioPharm continues to use sales agents and 2.60 times that percentage change in operating income if BioPharm employs its own sales staff. The higher contribution margin per dollar of sales and higher fixed costs gives BioPharm more operating leverage, that is, greater benefits (increases in operating income) if revenues increase but greater risks (decreases in operating income) if revenues decrease. BioPharm also needs to consider the skill levels and incentives under the two alternatives. Sales agents have more incentive compensation and, hence, may be more motivated to increase sales. On the other hand, BioPharm's own sales force may be more knowledgeable and skilled in selling the company's products. That is, the sales volume itself will be affected by who sells and by the nature of the compensation plan.
3. Variable costs of marketing = 16 of Revenues
Fixed marketing costs = 5,900,000
Operating income = Revenues
Denote the revenues required to earn 6,030,000 of operating income by R, then
R 0.38R 3,750,000 0.16R 5,900,000 = 6,030,000
R 0.38R 0.16R = 6,030,000 + 3,750,000 + 5,900,000
0.46R = 15,680,000
R = 15,680,000 0.46 = 34,086,957
Answer to Question 2
D