Given the following information, determine variable cost per dollar of sales revenue and the total fixed costs, using both the high and low data to confirm the calculations. The high total sales revenue was $28,000 and the low sales revenue was $23,000. The high and low operating costs were $20,000 and $17,000, respectively.
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- Based on the following data, illustrate the break-even point by preparing a cost-volume-profit graph: Fixed cost: $4,500 Variable cost: $9 Selling price: $15If selling price is $150 per unit, variable cost is $81 per unit, and fixed cost is $240, calculate the contribution margin ratio.Using the variable cost method of applying the cost-plus approach to product pricing, determine the selling price for 22,500 units using the following data: variable cost per unit, $15; total fixed costs, $180,000; and desired profit, $225,000. Do not round intermediate calculations. Round your answer to the nearest whole dollar.
- Assume the following (1) selling price per unit = $30, (2) variable expense per unit = $18, and (3) total fixed expenses = $52,200. Given these three assumptions, the unit sales needed to achieve a target profit of $10,200 is:The average contribution margin per unit for products a, b, and c is 9,50, and 44, respectively. The sales mix was already considered in the calculation of the average contribution margin per unit. The sum of those is the weighted average contribution margin. The fixed costs are $3,117,835. What is the break-even point in units, rounding to the nearest whole unit?Pharoah Company has a unit selling price of $576, variable costs per unit of $324, and fixed costs of $183,456. Compute the break-even point in units using (a) the mathematical equation and (b) unit contribution margin. Break-even point (a) Mathematical Equation (b) Unit contribution margin units units
- Fill in the missing amounts in each of the eight case situations below. Each case Is Independent of the others. (Hint: One way to find the missing amounts would be to prepare a contribution format Income statement for each case, enter the known data, and then compute the missing items.) Required: a. Assume that only one product is being sold in each of the following four case situations: Unit sold Sales Variable expenses Fixed expenses Operating income (loss) Contribution margin per unit Sales Variable expenses Fixed expenses $ Operating income (loss) Average contribution margin (percentage) Case #1 20,400 244,800 163,200 68,000 $ $ 136,000 $ 10 Case #2 $ Case #1 536,000 43,520 10.880 $ 8,800 20% 10 $ 69 Case #3 Case #2 13,600 b. Assume that more than one product is being sold in each of the following four case situations: (Enter "Contribution margin ratio" in percent. Round your final answers to the nearest whole dollar amount.) 436.000 283.400 109.000 95,200 16,320 13 $ S CA Case #4…Fill in the missing amounts in each of the eight case situations below. Each case is independent of the others. (Hint: One way to find the missing amounts would be to prepare a contribution format income statement for each case, enter the known data, and then compute the missing items.) Required: a. Assume that only one product is being sold in each of the following four case situations: Unit sold Sales Variable expenses Fixed expenses Operating income (loss) Contribution margin per unit Sales Variable expenses Fixed expenses $ Operating income (loss) Average contribution margin (percentage) Case #1 20,100 241,200 $ 160,800 67,000 $ Case #2 S $ $ Case #1 134,000 42,880 10,720 S 10 S 8,700 20% b. Assume that more than one product is being sold in each of the following four case situations. (Enter "Contribution margin ratio" in percent. Round your final answers to the nearest whole dollar amount.) 534,000 $ Case #3 Case #2 13,400 434,000 282,100 108,500 93,800 Case #4 8,040 S 402,000…Fill in the missing amounts in each of the eight case situations below. Each case is independent of the others. (Hint: One way to find the missing amounts would be to prepare a contribution format income statement for each case, enter the known data, and then compute the missing items.) Required: a. Assume that only one product is being sold in each of the following four case situations: Unit sold Sales Variable expenses Fixed expenses Operating income (loss) Contribution margin per unit Sales Variable expenses Fixed expenses $ Operating income (loss) Average contribution margin (percentage) Case #1 15,600 187,200 124,800 52,000 $ $ $ 104,000 $ $ Case #2 Case #1 33,280 8,320 $ 10 $ 7,200 20% Case #3 Case #2 504,000 $ 404,000 262,600 101,000 b. Assume that more than one product is being sold in each of the following four case situations: (Enter "Contribution margin ratio" in percent. Round your final answers to the nearest whole dollar amount.) 10,400 72,800 $ $ Case #4 104,000 12,480 $…
- Assume that the linear cost and revenue models apply. An item costs $13 to make. If fixed costs are $1600 and profits are $5700 when 100 items are made and sold, find the revenue equation. (Let x be the number of items.)R(x) =Assume that the situation can be expressed as a linear cost function. Find the cost function in this case. Marginal cost: $60; 120 items cost $8000 to produce. The linear cost function is C(x)= FEE1. Calculate the per-unit contribution margin of a product that has a sale price of $200 if the variable costs per unit are $65. PLEASE NOTE: The per-unit Contribution Margin will be rounded in whole dollars and shown with "$" and commas as needed (i.e. $12,345). A product has a sales price of $150 and a per-unit contribution margin of $50. What is the contribution margin ratio? PLEASE NOTE: The Contribution Margin Ratio will be shown as a percentage, shown with "%" and rounded to three decimal places (i.e. 12.3%).
