TB Problem Qu. 6-239 (Algo) Quates Corporation produces...Quates Corporation produces a single product and has the following cost structure:Number of units produced each yearVariable costs, per unit:Direct materialsDirect laborVariable manufacturing overheadVariable selling and administrative expensesFixed costs per year!Fixed manufacturing overheadFixed Belling and administrative expensesRequired:Compute the unit product cost under absorption costing.Note: Round your answer to the nearest whole dollar.5 27.75$ 95.2532.50$ 220,500$ 153,000Unit product cost under absorption costing

Absorption costing is a method of costing in which product cost is calculated by adding direct…

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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

Chapter2: Basic Managerial Accounting Concepts

Section: Chapter Questions

Problem 4MCQ

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Identify cost graphs The following cost graphs illustrate various types of cost behavior: For each of the following costs, identify the cost graph that best illustrates its cost behavior as the number of units produced increases: A. Total direct materials cost B. Electricity costs of 1,000 per month plus 0.10 per kilowatt-hour C. Per-unit cost of straight-line depreciation on factory equipment D. Salary of quality control supervisor, 20,000 per month E. Per-unit direct labor cost
Grand Canyon Manufacturing Inc. produces and sells a product with a price of 100 per unit. The following cost data have been prepared for its estimated upper and lower limits of activity: Overhead: Selling and administrative expenses: Required: 1. Classify each cost element as either variable, fixed, or semi-variable. (Hint: Recall that variable expenses must go up in direct proportion to changes in the volume of activity.) 2. Calculate the break-even point in units and dollars. (Hint: First use the high-low method illustrated in Chapter 4 to separate costs into their fixed and variable components.) 3. Prepare a break-even chart. 4. Prepare a contribution income statement, similar in format to the statement appearing on page 540, assuming sales of 5,000 units. 5. Recompute the break-even point in units, assuming that variable costs increase by 20% and fixed costs are reduced by 50,000.
Step Costs, Relevant Range Bellati Inc. produces large industrial machinery. Bellati has a machining department and a group of direct laborers called machinists. Each machinist can machine up to 500 units per year. Bellati also hires supervisors to develop machine specification plans and oversee production within the machining department. Given the planning and supervisory work, a supervisor can oversee, at most, three machinists. Bellatis accounting and production history shows the following relationships between number of units produced and the annual costs of supervision and materials handling (by machinists): Required: 1. Prepare a graph that illustrates the relationship between direct labor cost and number of units produced in the machining department. (Let cost of direct labor be the vertical axis and number of units be the horizontal axis.) Would you classify this cost as a strictly variable cost, a fixed cost, or a step cost? 2. Prepare a graph that illustrates the relationship between the cost of supervision and the number of units produced. (Let cost of supervision be the vertical axis and number of units be the horizontal axis.) Would you classify this cost as a strictly variable cost, a fixed cost, or a step cost? 3. Suppose that the normal range of production is between 1,400 and 1,500 units and that the exact number of machinists is currently hired to support this level of activity. Further suppose that production for the next year is expected to increase by an additional 500 units. What is the increase in the cost of direct labor? Cost of supervision?
Variable-Costing and Absorption-Costing Income Borques Company produces and sells wooden pallets that are used for moving and stacking materials. The operating costs for the past year were as follows: During the year, Borques produced 200,000 wooden pallets and sold 204,300 at 9 each. Borques had 8,200 pallets in beginning finished goods inventory; costs have not changed from last year to this year. An actual costing system is used for product costing. Required: 1. What is the per-unit inventory cost that is acceptable for reporting on Borquess balance sheet at the end of the year ? How many units are in ending inventory? What is the total cost of ending inventory? 2. Calculate absorption-costing operating income. 3. CONCEPTUAL CONNECTION What would the per-unit inventory cost be under variable costing? Does this differ from the unit cost computed in Requirement 1? Why? 4. Calculate variable-costing operating income. 5. Suppose that Borques Company had sold 196,700 pallets during the year. What would absorption-costing operating income have been? Variable-costing operating income?
High-low method The manufacturing costs of Rosenthal Industries for the first three months of the year follow: Using the high-low method, determine (a) the variable cost per unit and (b) the total fixed cost.
Manufacturing builds and sells switch harnesses for glove boxes. The sales price and variable cost for each follows: Their sales mix is reflected in the ratio 4:4:1. If annual fixed costs shared by the three products are $1 8840 how many units of each product will need to be sold in order forJj to break even?
Total costs for ABC Distributing are $250,000 when the activity level is 10,000 units. If variable costs are $5 per unit, what are their fixed costs? $240,000 $200,000 $260,000 Their fixed costs cannot be determined from the information presented.
Hatch Manufacturing produces multiple machine parts. The theoretical cycle time for one of its products is 65 minutes per unit. The budgeted conversion costs for the manufacturing cell dedicated to the product are 12,960,000 per year. The total labor minutes available are 1,440,000. During the year, the cell was able to produce 0.6 units of the product per hour. Suppose also that production incentives exist to minimize unit product costs. Required: 1. Compute the theoretical conversion cost per unit. 2. Compute the applied conversion cost per minute (the amount of conversion cost actually assigned to the product). 3. Discuss how this approach to assigning conversion cost can improve delivery time performance. Explain how conversion cost acts as a performance driver for on-time deliveries.
Morris Industries manufactures and sells three products (AA, BB, and CC). The sales price and unit variable cost for the three products are as follows: Their sales mix s reflected as a ratio of 5:3:2. Annual fixed costs shared by the three products are $25,000 per year. What are total variable costs for Morris with their current product mix? Calculate the number of units of each product that will need to be sold in order for Morris to break even. What is their break-even point in sales dollars? Using an income statement format, prove that this is the break-even point.
Bolger and Co. manufactures large gaskets for the turbine industry. Bolgers per-unit sales price and variable costs for the current year are as follows: Bolgers total fixed costs aggregate to 360,000. Bolgers labor agreement is expiring at the end of the year, and management is concerned about the effects of a new labor agreement on its break-even point in units. The controller performed a sensitivity analysis to ascertain the estimated effect of a 10-per-unit direct labor increase and a 10,000 reduction in fixed costs. Based on these data, the break-even point would: a. decrease by 1,000 units. b. decrease by 125 units. c. increase by 375 units. d. increase by 500 units.
Hart Manufacturing makes three products. Each product requires manufacturing operations in three departments: A, B, and C. The labor-hour requirements, by department, are as follows: During the next production period the labor-hours available are 450 in department A, 350 in department B, and 50 in department C. The profit contributions per unit are 25 for product 1, 28 for product 2, and 30 for product 3. a. Formulate a linear programming model for maximizing total profit contribution. b. Solve the linear program formulated in part (a). How much of each product should be produced, and what is the projected total profit contribution? c. After evaluating the solution obtained in part (b), one of the production supervisors noted that production setup costs had not been taken into account. She noted that setup costs are 400 for product 1, 550 for product 2, and 600 for product 3. If the solution developed in part (b) is to be used, what is the total profit contribution after taking into account the setup costs? d. Management realized that the optimal product mix, taking setup costs into account, might be different from the one recommended in part (b). Formulate a mixed-integer linear program that takes setup costs provided in part (c) into account. Management also stated that we should not consider making more than 175 units of product 1, 150 units of product 2, or 140 units of product 3. e. Solve the mixed-integer linear program formulated in part (d). How much of each product should be produced and what is the projected total profit contribution? Compare this profit contribution to that obtained in part (c).
Patz Company produces two types of machine parts: Part A and Part B, with unit contribution margins of 300 and 600, respectively. Assume initially that Patz can sell all that is produced of either component. Part A requires two hours of assembly, and B requires five hours of assembly. The firm has 300 assembly hours per week. Required: 1. Express the objective of maximizing the total contribution margin subject to the assembly-hour constraint. 2. Identify the optimal amount that should be produced of each machine part and the total contribution margin associated with this mix. 3. What if market conditions are such that Patz can sell at most 75 units of Part A and 60 units of Part B? Express the objective function with its associated constraints for this case and identify the optimal mix and its associated total contribution margin.

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