Raner, Harris & Chan is a consulting firm that specializes in information systems for medical and dental clinics. The firm has two offices—one in Chicago and one in Minneapolis. The firm classifies the direct costs of consulting jobs as variable costs. A contribution format segmented income statement for the company’s most recent year is given:
Office | |||||||||||||||||
Total Company | Chicago | Minneapolis | |||||||||||||||
Sales | $ | 637,500 | 100.0 | % | $ | 127,500 | 100 | % | $ | 510,000 | 100 | % | |||||
Variable expenses | 344,250 | 54.0 | % | 38,250 | 30 | % | 306,000 | 60 | % | ||||||||
Contribution margin | 293,250 | 46.0 | % | 89,250 | 70 | % | 204,000 | 40 | % | ||||||||
Traceable fixed expenses | 142,800 | 22.4 | % | 66,300 | 52 | % | 76,500 | 15 | % | ||||||||
Office segment margin | 150,450 | 23.6 | % | $ | 22,950 | 18 | % | $ | 127,500 | 25 | % | ||||||
Common fixed expenses not traceable to offices | 102,000 | 16.0 | % | ||||||||||||||
Net operating income | $ | 48,450 | 7.6 | % | |||||||||||||
Required:
1-a. Compute the companywide break-even point in dollar sales.
1-b. Compute the break-even point for the Chicago office and for the Minneapolis office.
1-c. Is the companywide break-even point greater than, less than, or equal to the sum of the Chicago and Minneapolis break-even points?
1. a)
Companywide fixed cost = Traceable fixed expenses + Common fixed expenses not traceable to offices
= 142,800+102,000
= $244,800
Break even point in dollars sales = Fixed costs / Contribution margin rate
= 244,800/46%
= $532,173.91
b.
Fixed cost of Chicago office = $66,300
Contribution margin rate for Chicago office = 70%
Break even point in dollars sales = Fixed costs / Contribution margin rate
= 66,300 /70%
= $94,714.39
Fixed cost of Minneapolis office = $76,500
Contribution margin rate for Minneapolis office = 40%
Break even point in dollars sales = Fixed costs / Contribution margin rate
= 76,500/40%
= $191,250
c.
Companywide breake even point is greater than the sum of the Chicago and Minneapolis break even points.
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