A manufacturing company has total fixed costs of $180,000 and a contribution margin ratio of 40%. Calculate the sales revenue necessary to break even.
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- Faldo Company produces a single product. The projected income statement for the coming year, based on sales of 200,000 units, is as follows: Required: 1. Compute the unit contribution margin and the units that must be sold to break even. Suppose that 30,000 units are sold above the break-even point. What is the profit? 2. Compute the contribution margin ratio and the break-even point in dollars. Suppose that revenues are 200,000 greater than expected. What would the total profit be? 3. Compute the margin of safety in sales revenue. 4. Compute the operating leverage. Compute the new profit level if sales are 20 percent higher than expected. 5. How many units must be sold to earn a profit equal to 10 percent of sales? 6. Assume the income tax rate is 40 percent. How many units must be sold to earn an after-tax profit of 180,000?Compare the following two companies: Company A is a retail merchandise firm with current sales of $4,000,000 and a 45% contribution margin. Company A's fixed costs are $600,000. Company B is a service firm with current service revenue of $2,800,000 and a 15% contribution margin. Company B’s fixed costs are $375,000. The following names are to be considered when completing this problem: Operating Income Variable Costs Sales Fixed Costs per Unit Selling Price per Unit Variable Cost per Unit Contribution Margin Fixed Costs Operating Loss 1. Based on the information given, prepare a complete contribution margin income statement for Company A: Company AContribution Margin Income StatementProjected 2. Based on the information given, prepare a complete contribution margin income statement for Company B: Company BContribution Margin Income StatementProjected 3.Compute the degree of operating leverage for…A company has fixed costs of $320,000 and a contribution margin per unit of $15. If the company wants to earn income of $40,000, how many units must be sold?
- The Cumberland Company provides the following information: Sales (250,000 units) Manufacturing costs: Variable Fixed Selling and administrative costs: Variable Fixed $625,000 212,500 37,500 100,000 25,000 5. What is the contribution margin ratio for Cumberland? 6. What is the total contribution margin for Cumberland? 7. What is the operating income for Cumberland? 8. What is the break-even point in sales dollars for Cumberland?Consider the following information available for Barium Company.Management believes it can sell a new product for $6.50. The fixed costs of production are estimated to be $5,500, and the variable costs are $2.50 a unit. Complete the following table at the given levels of output and the relationships between quantity and fixed costs, quantity and variable costs, and quantity and total costs. Round your answers to the nearest dollar. Enter zero if necessary. Use a minus sign to enter losses, if any. Quantity Total Revenue Variable Costs Fixed Costs Total Costs Profits (Losses) 0 $ $ $ $ $ 500 $ $ $ $ $ 1,000 $ $ $ $ $ 1,500 $ $ $ $ $ 2,000 $ $ $ $ $ 2,500 $ $ $ $ $ 3,000 $ $ $ $ $ Determine the break-even level using the above table and use the Exhibit 19.5 to confirm the break-even level of output. Round your answers for the break-even level to the nearest whole number. Round your answers for the fixed costs, variable costs, total costs,…
- A company produces a single product, with a selling price of $12 and a variable cost of $7. Fixed costs are $120,000 per period. What volume of sales in units is needed to earn a profit of $80,000 per period?helpA company produces a single product, with a selling price of $12 and a variable cost of $7. Fixed costs are $120,000 per period. What volume of sales in units is needed to earn a profit of $80,000 per period? HelpA company has total fixed costs of $210,000 and a contribution margin ratio of 35%. How much sales are necessary to break even? help me with this
- Colton Dry Cleaners has determined the following about its costs: Total variable expenses are $42,000, total fixed expenses are $30,000, and the sales revenue needed to break even is $50,000. Determine the company’s current 1) sales revenue and 2) operating income. (Hint: First, find the contribution margin ratio; then prepare the contribution margin income statement.)Management believes it can sell a new product for $8.50. The fixed costs of production are estimated to be $6,000, and the variable costs are $3.20 a unit. Complete the following table at the given levels of output and the relationships between quantity and fixed costs, quantity and variable costs, and quantity and total costs. Quantity Total Revenue Variable Costs Fixed Costs Total Costs Profits (Loss) 0 500 1,000 1,500 2,000 2,500 3,000 Determine the break-even level using the above table and use the following Equation to confirm the break-even level of output. PQB = FC + VQB PQB - VQB = FC QB (P-V) = FC QB = FC P-V What would happen to the total revenue schedule, the total cost schedule, and the break-even level of output if management determined that fixed costs would…Ritchie Manufacturing Company makes a product that it sells for $180 per unit. The company incurs variable manufacturing costs of $100 per unit. Variable selling expenses are $17 per unit, annual fixed manufacturing costs are $460,000, and fixed selling and administrative costs are $195,200 per year. Required Determine the break-even point in units and dollars using each of the following approaches: a. Use the equation method. b. Use the contribution margin per unit approach. c. Use the contribution margin ratio approach. d. Prepare a contribution margin income statement for the break-even sales volume. Complete this question by entering your answers in the tabs below. Req A to C Req D Determine the break-even point in units and dollars using the equation method, the contribution margin per unit approach and the contribution margin ratio approach. a. Break-even point in units a. Break-even point in dollars b. Contribution margin per unit b. Break-even point in units b. Break-even point…