Crane Corporation accumulates the following data concerning a mixed cost, using miles as the activity level. January February March April Miles Driven 11,300 Fixed Cost 9,300 10,300 8,300 Variable Cost $ Total Cost Compute the variable and fixed cost components using the high-low method. (Round variable cost answer to 2 decimal places, e.g. 52.7- $ $29,890 $27,500 $25,500 $25,000 per mile
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- 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.Cullumber Company accumulates the following data concerning a mixed cost, using miles as the activity level. MilesDriven TotalCost MilesDriven TotalCost January 8,005 $14,170 March 8,500 $14,790 February 7,500 13,490 April 8,200 14,485 (A) Compute the variable cost per mile using the high-low method. (Round answer to 2 decimal places, e.g. 2.25.) Variable cost per mile $Type your answer here (B) Compute the fixed cost elements using the high-low method. Fixed costs $Type your answer hereBenjamin Company accumulates the following data concerning a mixed cost, using miles as the activity level. Miles Driven Total Cost January 7,500 $20,000 February 8,200 $21,100 March 8,500 $22,000 April 8,300 $21,750 Compute the variable- and fixed-cost elements using the high-low method.Single line text.
- Connell Co. collects the following data concerning a mixed cost, using miles as the activity level. Miles Driven Total Cost January 10,000 $17,000 February 8,000 $13,500 March 9,000 $14,400 April 7,000 $12,500 Instructions: Compute the variable and fixed cost elements using the high-low method.Bruno Company accumulates the following data concerning a mixed cost, using miles as the activity level. Miles Total Miles Total Driven Cost Driven Cost January 8,000 $14,150 March 8,500 $15,000 February 7,500 13,500 April 8,200 14,490 Compute the variable- and fixed-cost elements using the high-low methodCrane 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
- akeAssignment/takeAssignmentMain.do?invoker=&takeAssignmentSessionLocator=&inprogress=false Up eBook Show Me How Print Item High-Low Method Ziegler Inc. has decided to use the high-low method to estimate the total cost and the fixed and variable cost components of the total cost. The data for various levels of production are as follows: Units Produced Total Costs 80,000 $25,100,000 92,000 27,206,000 120,000 32,120,000 a. Determine the variable cost per unit and the total fixed cost. Variable cost (Round to two decimal places.) %24 per unit Total fixed cost b. Based on part (a), estimate the total cost for 115,000 units of production. Total cost for 115,000 units Check My Work 4 more Check My Work uses remaining. Previous NextGiven the following cost and activity observations for Leno Enterprises'utilities, use the high-low method to calculate Leno's variable utilities cost permachine hour. Cost Machine HoursSeptember £4,100 22,000October £3,700 18,000November £3,900 19,000December £4,500 28,000a) £0.08b) £4.86c) £0.25d) £12.50Evander Inc. has decided to use the high-low method to estimate the total cost and the fixed and variable cost components of the total cost. The data for various levels of production are as follows: Units Produced Total Costs 770 $120,960 1,470 136,010 2,170 188,160 a. Determine the variable cost per unit and the total fixed cost.Variable cost fill in the blank 1 of 2$Total fixed cost fill in the blank 2 of 2$ b. Based on part (a), estimate the total cost for 1,060 units of production.Total cost for 1,060 units fill in the blank 1 of 1$
- Tashiro Inc. has decided to use the high-low method to estimate the total cost and the fixed and variable cost components of the total cost. The data for various levels of production are as follows: Units Produced Total Costs 7,095 $252,840 2,795 162,540 4,350 186,920 a. Determine the variable cost per unit and the total fixed cost. Variable cost (Round to two decimal places.) $fill in the blank 1 per unit Total fixed cost $fill in the blank 2 b. Based on part (a), estimate the total cost for 3,560 units of production. Total cost for 3,560 units: $fill in the blank 3Al Jarda Co. the following data related to its mixed costs, using miles as the activity level. Miles Driven Total Cost January 9,000 OMR 17,000 February 8,000 12,500 March 10,000 14,400 April 7,000 13,500 Compute the variable and fixed cost elements using the high-low methodCost 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.