Assume that Ocean King Products sells three varieties of canned seafood with the following prices and costs.
| Selling Price per Case |
Variable Cost per Case |
Fixed Cost per Month |
|||||||
| Variety 1 | $ | 16 | $ | 13 | – | ||||
| Variety 2 | 17 | 15 | – | ||||||
| Variety 3 | 22 | 15 | – | ||||||
| Entire firm | – | – | $ | 48,600 | |||||
The sales mix (in cases) is 40 percent Variety 1, 35 percent Variety 2, and 25 percent Variety 3.
Required:
a. At what sales revenue per month does the company break even?
b. Suppose the company is subject to a 35 percent tax rate on income. At what sales revenue per month will the company earn $51,090 after taxes assuming the same sales mix?
Solution:
a)
Unit selling price of overall product E:
=(16 *0.4)+($17*0.35)+($22*0.25)
=6.4+5.95+5.5
=$17.85
Unit variable cost of overall product :
=(13*0.4)+(15*0.35)+(15*0.25)
=5.2+5.25+3.75
=14.2
Unit contribution margin E = Unit selling price E - unit variable cost of E
=$17.8 - $14.2
=$3.6
Break even point = fixed cost/contribution margin per unit
=$48,600 / 3.6
=$13,500
Break even point of variety 1= 13500*0.4= 5,400 cases
Break even point of variety 2= 13500*0.35= 4,725 cases
Break even point of variety 3= 13500*0.25= 3,375 cases
calculate sales revenue per month required to break even
Variety 1 sale revenue = 5,400 * $16 =$86,400
Variety 2 sale revenue = 4,725 * $17 =$80,325
Variety 3 sale revenue = 3,375 * $22 =$74,250
Total sales revenue = $86,400+$80,325+$74,250 =$240,975
b)
Target volume = fixed cost +[Target profit /(l-i)]/ contribution margin per unit
=$48,600+[$51,090/(1-.35)/]3.6
=$22,724 cases
Calculate the sales volume in units for each individuals product in their sales mix ratio
Target volume (cases) of variety1= 22,724 cases *0.4 = 9,089
Target volume (cases) of variety2= 22,724 cases *0.35 =7,953
Target volume (cases) of variety3= 22,724 cases *0.25 = 5,681
Calculate the sales revenue per month required by the company to ear an after tax operating profit of 51,090
Variety 1 target sale revenue = 9,089 *16 = 145,424
Variety 2 target sale revenue = 7,953 *17 = 135,201
Variety 3 target sale revenue = 5,681 *22 = 124,982
Total target sales revenue = $145,424+$135,201+$124,982 = 405,607
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