Question

In: Accounting

The Katz Motel in Nowhere, Kansas, has accumulated records of the total electrical costs of the...

The Katz Motel in Nowhere, Kansas, has accumulated records of the total electrical costs of the motel and the number of occupancy-days over the last year. An occupancy-day represents a room rented for one day. The motel’s business is highly seasonal, with peaks occurring during the ski season and in the summer.

Month

Occupancy-Days

Electrical Costs
January 3,180 $ 6,510
February 2,920 $ 6,261
March 3,780 $ 7,392
April 2,160 $ 5,569
May 650 $ 1,820
June 2,050 $ 5,261
July 4,050 $ 7,829
August 4,070 $ 7,896
September 1,780 $ 4,984
October 570 $ 1,596
November 1,580 $ 4,424
December 2,680 $ 5,908

1. Using the high-low method, estimate the fixed cost of electricity per month and the variable cost of electricity per occupancy-day. (Do not round your intermediate calculations. Round your Variable cost answer to 2 decimal places and Fixed cost element answer to nearest whole dollar amount.)

variable costs of electricity __________ per occupancy-day

fixed cost of electricity _____________ per month

Solutions

Expert Solution

  • Requirement 1

Variable Cost of electricity = $ 1.80 per occupancy day
Fixed Cost of electricity = $ 570 per months

  • Working

Month

Units or Occupancy Days

Cost

High Level

Aug

                            4,070

$                     7,896.00

Low Level

Oct

                                570

$                     1,596.00

Difference

                            3,500

$                     6,300.00

A

Difference in Cost

$                     6,300.00

B

Difference in units

                              3,500

C = A/B

Variable cost per unit

$                           1.800

Working

High Level

Low Level

A

Total Cost

$                   7,896.00

$                     1,596.00

B

Total Units

4070

570

C

Variable cost per unit

$                           1.80

$                             1.80

D = B x C

Total Variable cost

$                   7,326.00

$                     1,026.00

E = A - D

Total Fixed Cost

$                       570.00

$                         570.00


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