Madlock, Inc. sells a product with a contribution margin of $10 per unit. Fixed costs are $1,800 per month. How many units must Madlock sell to break even? D Begin by showing the formula and then entering the amounts to calculate the units Madlock must sell to break even. (Abbreviation used: CM = contribution man fields. Enter a "0" for items with a zero value.) Fixed costs + Target profit)+ CM per unit Required sales in units

Madlock, Inc. sells a product with a contribution margin of $10 per unit. Fixed costs are $1,800 per month. How many units must Madlock sell to break even? D Begin by showing the formula and then entering the amounts to calculate the units Madlock must sell to break even. (Abbreviation used: CM = contribution man fields. Enter a "0" for items with a zero value.) Fixed costs + Target profit)+ CM per unit Required sales in units

Managerial Accounting: The Cornerstone of Business Decision-Making

7th Edition

ISBN:9781337115773

Author:Maryanne M. Mowen, Don R. Hansen, Dan L. Heitger

Publisher:Maryanne M. Mowen, Don R. Hansen, Dan L. Heitger

Chapter7: Cost-volume-profit Analysis

Section: Chapter Questions

Problem 47E: Klamath Company produces a single product. The projected income statement for the coming year is as...

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If a company has fixed costs of $6.000 per month and their product that sells for $200 has a contribution margin ratio of 30%, how many units must they sell in order to break even? A. 100 B. 180 C. 200 D. 2,000
Klamath Company produces a single product. The projected income statement for the coming year is as follows: Required: 1. Compute the unit contribution margin and the units that must be sold to break even. 2. Suppose 10,000 units are sold above break-even. What is the operating income? 3. Compute the contribution margin ratio. Use the contribution margin ratio to compute the break-even point in sales revenue. (Note: Round the contribution margin ratio to four decimal places, and round the sales revenue to the nearest dollar.) Suppose that revenues are 200,000 more than expected for the coming year. What would the total operating income be?
Delta Co. sells a product for $150 per unit. The variable cost per unit is $90 and fixed costs are $15,250. Delta Co.s tax rate is 36% and the company wants to earn $44,000 after taxes. What would be Deltas desired pre-tax income? What would be break-even point in units to reach the income goal of $44,000 after taxes? What would be break-even point in sales dollars to reach the income goal of $44000 after taxes? Create a contribution margin income statement to show that the break-even point calculated in B, generates the desired after-tax income.
The profit function for two products is: Profit3x12+42x13x22+48x2+700, where x1 represents units of production of product 1, and x2 represents units of production of product 2. Producing one unit of product 1 requires 4 labor-hours, and producing one unit of product 2 requires 6 labor-hours. Currently, 24 labor-hours are available. The cost of labor-hours is already factored into the profit function, but it is possible to schedule overtime at a premium of 5 per hour. a. Formulate an optimization problem that can be used to find the optimal production quantity of products 1 and 2 and the optimal number of overtime hours to schedule. b. Solve the optimization model you formulated in part (a). How much should be produced and how many overtime hours should be scheduled?
Schylar Pharmaceuticals, Inc., plans to sell 130,000 units of antibiotic at an average price of 22 each in the coming year. Total variable costs equal 1,086,800. Total fixed costs equal 8,000,000. (Round all ratios to four significant digits, and round all dollar amounts to the nearest dollar.) Required: 1. What is the contribution margin per unit? What is the contribution margin ratio? 2. Calculate the sales revenue needed to break even. 3. Calculate the sales revenue needed to achieve a target profit of 245,000. 4. What if the average price per unit increased to 23.50? Recalculate: a. Contribution margin per unit b. Contribution margin ratio (rounded to four decimal places) c. Sales revenue needed to break even d. Sales revenue needed to achieve a target profit of 245,000
Total fixed cost of a product is IDR 10,000,000 and variable cost is IDR 50,000 per unit. The sale price is IDR.75,000 per unit . How much products should be produced to get BEP? Prove your answer and make a graphic. ..And If the company need profit IDR 10,000,000. How much is the sales price? Prove your answer.
what is the Revenue, cost and profit functions for the problem below? Orange Company buys Product A for P15 per units and sells them for P25 per unit. There areno other variable costs. Fixed cost is P6,000. Use the breakeven formula to determine thefollowing:a. Revenue, cost and profit functions.
1. NewB Company sells bags with a selling price of P10,000 per bag and a variable cost of P4,000 per unit. NewB’s monthly fixed expense is P3,000,000. Let Q be the number of units manufactured Required: a. Construct the total cost function b. Construct the profit function c. Compute the contribution margin ratio. d. Compute total revenues needed to break even. e. Determine the breakeven point in units sold and sales in pesos. f. Compute required sales needed to achieve a target net income of₱1,500,000 in units sold and sales in pesos g. Determine margin of safety if current sales is P8,750,000
Suppose the marginal cost and marginal revenue (in ¢000) for a product produced by a company is estimated to be MC=q+35 MR=560+22q-q^2 Where q is the quantity produced and the firm’s break-even is 5 units per week You are Required to I. determine the total cost and the total revenue function in terms of q. II. estimate the output at which profit is maximize III. calculate the maximum profit
A company would like to determine various costs and points to aid them in deciding whether to expand or not. If you are given the following information, compute the required amounts and / or figures.Selling price / unit = P100 Variable cost / unit = P70Annual fixed cost = P500,000 Compute 5. Sales in units to earn a profit of 10% of sales.
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) =
Suppose a company has fixed costs of $47,600 and variable cost per unit of ². +222 dollars, where x is the total number of dollars per unit. units produced. Suppose further that the selling price of its product is 1656- (a) Find the break-even points. (Enter your answers as a comma-separated list.) x= (b) Find the maximum revenue. (Round your answer to the nearest cent.) $ (c) Form the profit function P(x) from the cost and revenue functions. P(x) Find maximum profit. (d) What price will maximize the profit? (Round your answer to the nearest cent.)