Determine the break-even point in number of oil


Jim Wayman is considering opening a Kwik Oil Change Center. He estimates that the following costs will be incurred during his first year of operations: Rent $6,000, Depreciation on equipment $6,942, Wages $13,700, Motor oil $1.25 per quart. He estimates that each oil change will require 5 quarts of oil. Oil filters will cost $3.50 each. He must also pay The Kwik Corporation a franchise fee of $.95 per oil change since he will operate the business as a franchise. In addition, utility costs are expected to behave in relation to the number of oil changes as follows:

Number of Oil Changes

Utility Costs

4,000

$7,000

6,000

$8,100

9,000

$9,400

12,000

$10,200

19,000

$13,000

Mr. Wayman anticipates that he can provide the oil change service with a filter at $18.50 each.

Instructions:
(a) Using the high-low method for utility costs, determine the variable and fixed costs for utilities.
(b) Compute the total variable costs per oil change and total fixed costs (don't forget to include the variable and fixed utility costs determine in "a").
(c) Determine the break-even point in number of oil changes and sales dollars.
(d) Without regard to your answers in parts (a), (b) and (c), determine the oil changes required to earn net income of $20,000, assuming fixed costs are $28,000 and the contribution margin per unit is $8.

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Accounting Basics: Determine the break-even point in number of oil
Reference No:- TGS0697892

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