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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 $ 926,000 $265,000 $ 403,000 $ 258,000 471,000 116,000 202,000 153,000 455,000 149,000 201,000 105,000 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 (108) 69,700 8,300 40,400 21,000 42,800 20,400 7,200 15,200 114,100 40,400 38,500 35,200 185,200 53,000 80,600 51,600 411,00 122, 100 166, 700 123,000 $ 43,200 $ 26,900 $ 34,300 $(18,000) "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. Complete this question by entering your answers in the tabs below. Complete this question by entering your answers in the tabs below. Required 1 Required 2 Required 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. Totals Dirt Bikes Mountain Bikes Racing Bikes 0 0 0 0 Contribution margin (loss) Traceable fixed expenses 0 0 0 0 Total traceable fixed expenses Product line segment margin (loss) 0 $ 0 $ 0 $ 0

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