Q. If the margin of safety is $25000 and the budgeted revenue is $45000, then the margin of safety in percentage will be

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Q. The fixed cost is $25000 and the breakeven revenue is $95000, then the contribution margin will be

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Q. If the breakeven revenue is $360000 and the revenue per bundle is $12000, then the number of bundles to be sold to breakeven can be

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Q. If the fixed cost is $15000 and the breakeven revenue is $45000 then the contribution margin will be

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Q. If the contribution margin is $72000 and the operating income is $12000, then the degree of operating leverage would be

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Q. The gross margin is divided by revenues to calculate the

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Q. If the contribution margin is $25000 and the revenues are $60000, then all the variable costs will be

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Q. If the fixed cost is $65000 and the contribution margin percentage for the bundle is 0.575, then the breakeven revenue will be

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Q. The gross margin is added into cost of sold goods to calculate the

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Q. The amount of money by which the total revenues exceed the breakeven revenues is classified as

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Q. If the contribution margin of bundle is $45000 and the revenue of the bundle is $15000, then the contribution margin percentage for bundle will be

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Q. If the budgeted revenue is $20000 and the breakeven revenue is $15000, then the margin of safety will be

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Q. The graph, which shows the change in sold quantity and its effect on operating income is called

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Q. The contribution margin is divided to operate income to calculate

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Q. If the total units of product A, B and C are as 200,300 and 400 respectively then the sales mix would be

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Q. If the margin of safety is $35000 and the budgeted revenue is $80000, then the margin of safety in percentage will be

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