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The Regal Cycle Company manufactures three types of bicycles-a dirt bike, a mountain bike, and a racing bike. Data on sales and expenses for the

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The Regal Cycle Company manufactures three types of bicycles-a dirt bike, a mountain bike, and a racing bike. Data on sales and expenses for the past quarter follow: Dirt Mountain Racing Total Bikes Bikes Bikes $ 923,000 $263,000 $ 407,000 $ 253,000 465,000 113,000 197,000 155,000 458,000 150,000 210,000 98,000 Sales Variable manufacturing and selling expenses Contribution margin Fixed expenses: Advertising, traceable Depreciation of special equipment Salaries of product-line managers Allocated common fixed expenses* Total fixed expenses Net operating income (loss) 69,600 8,500 40,200 20,900 43,500 21,000 7,300 15, 200 115, 700 40,300 38,500 36,900 184,600 52,600 81,400 50,600 413, 400 122,400 167,400 123,600 $ 44,600 $ 27,600 $ 42,600 $ (25,600) *Allocated on the basis of sales dollars. Management is concerned about the continued losses shown by the racing bikes and wants a recommendation as to whether or not the line should be discontinued. The special equipment used to produce racing bikes has no resale value and does not wear out. Required: 1. What is the financial advantage (disadvantage) per quarter of discontinuing the Racing Bikes? 2. Should the production and sale of racing bikes be discontinued? 3. Prepare a properly formatted segmented income statement that would be more useful to management in assessing the long-run profitability of the various product lines. Required 1 Required 2 Required 3 What is the financial advantage (disadvantage) per quarter of discontinuing the Racing Bikes? Prepare a properly formatted segmented income statement that would be more useful to management in assessing the long- run profitability of the various product lines. Totals Dirt Bikes Mountain Bikes Racing Bikes Contribution margin (loss) 0 0 0 0 Traceable fixed expenses: Total traceable fixed expenses 0 0 0 0 Product line segment margin (loss) 0 $ $ 0 $ 0 o Net operating income (loss) $ 0

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