Oriole Company has a unit selling price of $630, variable costs per unit of $410, and fixed costs of $199,980. Compute the break-even point in units using (a) the mathematical equation and (b) unit contribution margin.

Consider the following: (Click the icon to view the cases.) Requirement 1. Fill in the blanks for each of the independent cases. (a) Selling Price (b) (c) (d) (e) (f) Variable Cost Total Total Contribution Total Fixed Case per Unit per Unit Units Sold Margin Costs Net Income 12345 £ 25 128,000 £ 1,024,000 £ 953,000 13 4 100.000 823,000 22 13 243,000 13,000 29 23 65,000 25,000 12 80.000 240,000 192,000

6. The unit contribution margin is computed by⦁    subtracting the variable cost per unit from the sales price per unit.⦁    dividing the sales revenue by variable cost per unit.⦁    dividing the variable cost per unit by the sales revenue.⦁    subtracting the sales price per unit from the variable cost per unit.

Analyzing Income under Absorption and Variable Costing Variable manufacturing costs are $99 per unit, and fixed manufacturing costs are $215,600. Sales are estimated to be 7,700 units. If an amount is zero, enter "0". Round intermediate calculations to the nearest cent and your final answers to the nearest dollar. a. How much would absorption costing operating income differ between a plan to produce 7,700 units ard a plan to produce 9,800 units? b. How much would variable costing operating income differ between the two production plans? 0 Feedback Check My Work a. Remember that under variable costing, regardless of whether 7,700 units or 9,800 units are manufactured, no fixed manufacturing costs are allocated to the units manufactured. Instead, all fixed manufacturing costs are treated as a period expense. Therefore the change in units times the per unit fixed costs for the greater production level is the difference in income between the two costing methods. b. Remember that since all…

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