General accounting Davies Company's Utility Cost at various levels of activity areshown below:Month Units Utility CostApril 70,000 $198,000May60,000 $174,000June80,000 $222,000July90,000 $246,000Given the above information, use the High-Low method tocompute the variable and fixed portion of utility cost.

Step 1: Definition of High-Low MethodThe High-Low Method is a cost estimation technique used to…

Answered: Davies Company's Utility Cost at…

Managerial Accounting

15th Edition

ISBN:9781337912020

Author:Carl Warren, Ph.d. Cma William B. Tayler

Publisher:Carl Warren, Ph.d. Cma William B. Tayler

Chapter6: Cost-volume-profit Analysis

Section: Chapter Questions

Problem 2DQ: Which of the following costs would be classified as variable and which would be classified as fixed,...

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1. The following data pertains to activity and utility cost for two recent periods:Activity level (units) 8,000 5,000Utility cost $8,000 $6,500Utility cost is a mixed cost with both fixed and variable components. Using the high-lowmethod, the cost formula for utility cost is:A. Y = $1.00 XB. Y = $1.25 XC. Y = $4,000 + $0.50 XD. Y = $1,500 + $1.25 X
1. (Give workings for your answer) The following data pertains to activity and utility cost for two recent periods: Activity level (units) 8,000 5,000 Utility cost $8,000 $6,500 Utility cost is a mixed cost with both fixed and variable components. Using the high-lowmethod, the cost formula for utility cost is:A. Y = $1.00 XB. Y = $1.25 XC. Y = $4,000 + $0.50 XD. Y = $1,500 + $1.25 X
Which of the following types of cost is shown in this table of cost data? Cost per Unit $6,000 3,000 2,000 1,500 b. fixed cost Number of Units C. variable cost d. period cost 1 A WN 2 3 4
Harrington Corporation produces three products, A, B, and C. Pertinent information on these products is as follows: Product Selling Price per Unit Variable Cost per Unit Fixed Costper Unit DL Hoursper Unit A $ 4.00 $ 1.00 $ 2.00 2 B $ 3.50 $ 0.50 $ 2.00 2 C $ 6.00 $ 2.00 $ 3.00 3 The objective function for a linear program to maximize contribution margin from the set of three products is: Multiple Choice Z = $3A + $2.50B + $5C. Z = A + B + C. Z = A + $0.50B + $2C. Z = $3A + $3B + $4C. Z = $4A + $3.50B + $6C.
Compute the following: Operating income under variable (direct) costing method Operating income under absorption costing method Operating income under throughput costing method
Cost Relationships The following costs are for Optical View Inc., a contact lens manufacturer:Output in Units Fixed Costs Variable Costs Total Costs250 $4,750 $ 7,500 $12,250 300 4,750 9,000 13,750350 4,750 10,500 15,250400 4,750 12,000 16,750Required1. Calculate and graph total costs, total variable cost, and total fixed cost.2. For each level of output calculate the per-unit total cost, per-unit variable cost, and per-unit fixed cost.3. Using the results from requirement 2, graph the per-unit total cost, per-unit variable cost, and per-unitfixed cost, and discuss the behavior of the per-unit costs over the given output levels.
The McGraw Company is accumulating data to be used in preparing its annual profit plan for the coming year. The cost behavior pattern of the maintenance costs must be determined. The accounting staff has suggested that linear regression be employed to derive an equation in the form of y = a + bx for maintenance costs. Data regarding the maintenance hours and costs for last year and the results of the regression analysis are as follows: (CMA adapted) Hours of January February March April May June July August September October November December Sum Average A coefficient B coefficient Standard error of the a coefficient Standard error of the b coefficient Standard error of the estimate R² T-value a T-value b Activity 480 320 400 300 500 310 320 520 490 470 350 340 4,800 400 49.515 0.12126 Maintenance Costs 4,200 3,000 3,600 2,820 4,350 2,960 3,030 4,470 4,260 4,050 3,300 3,160 $ $ 43,200 3,600 684.65 7.2884 34.469 0.99724 13.827 60.105 What is the variable cost per hour using the high-low…
The Cheyenne Hotel in Big Sky, Montana, has accumulated records of the total electrical costs of the hotel and the number of occupancy-days over the last year. An occupancy-day represents a room rented for one day. The hotel's business is highly seasonal, with peaks occurring during the ski season and in the summer. Month January February March April May June July August September October November December Occupancy-Days 2,640 2,860 980 2,420 2,090 4,470 4,020 3,940 1,630 1,090 1,390 2,910 Electrical Costs $ 13,200 $ 14,300 $ 4,900 $ 12,100 $ 10,450 $ 18,860 $ 17,160 $ 16,760 $ 8,150 $ 5,450 $ 6,950 $ 14,550
Complete the table below for contribution margin per unit, total contribution margin, and contribution margin ratio: (Click the icon to view the table.) Compute the missing information, starting with scenario A, then for scenarios B and C. (Enter the contribution margin ratio to nearest percent, X%.) A B C 1,290 units 14,390 units 3,600 units 1,400 4,400 $ 1,250 700 880 625 Number of units Sale price per unit Variable costs per unit Calculate: 700 Contribution margin per unit Total contribution margin 903,000 Contribution margin ratio 50% 3520 50,652,800 80% %
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Crane Company accumulates the following data concerning a mixed cost, using miles as the activity level. Miles Driven Total Cost Miles Driven Total Cost January 7995 14180 March 8510 14909 February 7505 13502 April 8200 14495 a/ Compute the variable cost per mile using the high-low method. (Round answer to 2 decimal places) Variable cost per mile b/ Compute the fixed cost elements using the high-low method. Fixed costs
Given the following cost and activity observations for Bounty Company's utilities, use the high-low method to calculate Bounty' variable utilities costs per machine hour. Round your answer to the nearest cent. March April May June Cost $3,100 2,700 2,900 3,600 Machine Hours 15.000 10,000 12,000 18,000

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Davies Company's Utility Cost at various levels of activity are shown below: Month Units Utility Cost April 70,000 $198,000 May 60,000 $174,000 June 80,000 $222,000 July 90,000 $246,000 Given the above information, use the High-Low method to compute the variable and fixed portion of utility cost.