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shtirl [24]
3 years ago
6

The following information is available for a company's utility cost for operating its machines over the last four months. Month

Machine hours Utility cost January 940 $ 5,490 February 1,840 $ 6,980 March 2,480 $ 8,100 April 640 $ 3,900 Using the high-low method, the estimated variable cost per machine hour for utilities is:
Business
1 answer:
andreev551 [17]3 years ago
3 0

Answer:

Variable cost per unit= $2.28

Explanation:

Giving the following information:

January 940 $ 5,490

February 1,840 $ 6,980

March 2,480 $ 8,100

April 640 $ 3,900

<u>To calculate the variable cost per machine hour under the high-low method, we need to use the following formula:</u>

Variable cost per unit= (Highest activity cost - Lowest activity cost)/ (Highest activity units - Lowest activity units)

Variable cost per unit= (8,100 - 3,900) / (2,480 - 640)

Variable cost per unit= $2.28

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Answer:

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a. Incremental Analysis of the Special Order:

Incremental Analysis         Normal         Increment

Sales revenue                 $960,000       $160,000

Cost of goods sold:

Variable costs (80%)          393,600          82,000

Fixed costs (20%)                 98,400         0

Total cost of goods sold    492,000         82,000

Gross profit                      $468,000         78,000

Operating expenses           36,000         60,000  

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Operating capacity (80%) = 96,000 units

100% capacity = 120,000 units (96,000/0.8)

Sales revenue                 $960,000

Cost of goods sold            492,000

Gross profit                      $468,000

Operating expenses           36,000

Net operating income    $432,000

At full capacity, price for the special order:

Cost of goods sold:

Variable costs (80%)             $82,000

Fixed costs (20%)                    98,400

Total cost of goods sold        180,400  

Operating expenses               60,000  

Total cost of special order $240,400

Units of the special order      20,000

Unit cost =                               $12.02

Net income margin (45%)          5.41

Total price to charge              $17.43

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