Question

In: Finance

The following information is available for a company’s maintenance cost over the last seven months. Month...

The following information is available for a company’s maintenance cost over the last seven months.

Month Maintenance Hours Maintenance Cost
June 9 $ 3,950
July 18 5,750
August 12 4,550
September 15 5,150
October 21 6,350
November 24 6,950
December 6 3,350

Using the high-low method, estimate both the fixed and variable components of its maintenance cost.

High- Low method calculation of variable cost per maintenance hour

__________________ ____________________ ____________ _______________ __________0

_________________ ____________________ _______________

Total cost at the high point $_____________________

Variable costs at the high point:   

Volume at the high point: ________________________

Variable cost per maintenance hour ____________________

Total variable costs at the high point __________________________

Total fixed costs ________________________

Total cost at the low point _________________

Variable costs at the low point: _________________

Volume at the low point: _______________

Variable cost per maintenance hour ____________

Total variable costs at the low point

Total fixed costs

Solutions

Expert Solution

Variable cost per maintenance hour = (Total cost at high point-Total cost at low point)/(Volume at high point-Volume at low point) =
= (6950-3350)/(24-6) = $ 200
Fixed cost = 6950-200*24 = $             2,150
Maintenance cost equation:
Y = $2150+$200*X, where X = number of maintenance hours
Total cost at the high point $             6,950
Variable costs at the high point:   
Volume at the high point 24
Variable cost per maintenance hour $ 200
Total variable costs at the high point $             4,800
Total fixed costs $             2,150
Total cost at the low point $             3,350
Variable costs at the low point:
Volume at the low point 6
Variable cost per maintenance hour $ 200
Total variable costs at the low point $             1,200
Total fixed costs $             2,150

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