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5 Part 3 of 3 2 points Skipped Required information SB Exercise 6-16 through Exercise 6-17 (Static) [The following information applies to the questions
5 Part 3 of 3 2 points Skipped Required information SB Exercise 6-16 through Exercise 6-17 (Static) [The following information applies to the questions displayed below.) Raner, Harris and 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 $450,000. 100% Variable expenses 225,000 50 $ 150,000 45,000 100% 30% $300,000 180,000 1008 60 Book Print Contribution margin 225,000 50% 105,000 70% 120,000 40% Traceable fixed expenses 126,000 201 75,000 524 40,000 169 office segment margin 99,000 221 $27,000 189 $ 72,000 249 References Common fixed expenses not traceable to offices 63,000 Net operating income $ 36,000 149 81 Exercise 6-16 Part 3 (Static) Working with a Segmented Income Statement; Break-Even Analysis [LO6-4, LO6-5] 3. Assume that sales in Chicago increase by $50,000 next year and that sales in Minneapolis remain unchanged. Assume no change in fixed costs. a. Prepare a new segmented income statement for the company. (Round your percentage answers to 1 decimal place (i.e. 0.1234 should be entered as 12.3).) b Part 3 of 3 2 points Skipped Exercise 6-16 Part 3 (Static) Working with a Segmented Income Statement; Break-Even Analysis [LO6-4, LO6-5] 3. Assume that sales in Chicago increase by $50,000 next year and that sales in Minneapolis remain unchanged. Assume no change in fixed costs. a. Prepare a new segmented income statement for the company. (Round your percentage answers to 1 decimal place (i.e. 0.1234 should be entered as 12.3).) eBook Print References Segments Total Company Chicago Amount Amount Minneapolis Amount % 0 0.0 0 0.0 00 0 0.0 $ 0 00 $ 0 0.0 $ 0 0.0
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