Answers
Variable rate = $ 0 per flight
hour
Fixed Cost = $ 18,100,000
Variable rate = $ 10,134 per flight
hour
Fixed Cost = $ 0
Months |
Units |
Cost |
|
High Level |
44,000 |
$ 445,896,000.00 |
|
Low Level |
28,000 |
$ 283,752,000.00 |
|
Difference |
16,000 |
$ 162,144,000.00 |
|
A |
Difference in Cost |
$ 162,144,000.00 |
|
B |
Difference in units |
16,000 |
|
C = A/B |
Variable cost per unit |
$ 10,134.000 |
|
Working |
High Level |
Low Level |
|
A |
Total Cost |
$ 445,896,000.00 |
$ 283,752,000.00 |
B |
Total Units |
44000 |
28000 |
C |
Variable cost per unit |
$ 10,134.00 |
$ 10,134.00 |
D = B x C |
Total Variable cost |
$ 445,896,000.00 |
$ 283,752,000.00 |
E = A - D |
Total Fixed Cost |
$ - |
$ - |
Variable rate = $ 227 per flight
hour
Fixed Cost = $ 5,916,000
Months |
Units |
Cost |
|
High Level |
44,000 |
$ 15,904,000.00 |
|
Low Level |
28,000 |
$ 12,272,000.00 |
|
Difference |
16,000 |
$ 3,632,000.00 |
|
A |
Difference in Cost |
$ 3,632,000.00 |
|
B |
Difference in units |
16,000 |
|
C = A/B |
Variable cost per unit |
$ 227.000 |
|
Working |
High Level |
Low Level |
|
A |
Total Cost |
$ 15,904,000.00 |
$ 12,272,000.00 |
B |
Total Units |
44000 |
28000 |
C |
Variable cost per unit |
$ 227.00 |
$ 227.00 |
D = B x C |
Total Variable cost |
$ 9,988,000.00 |
$ 6,356,000.00 |
E = A - D |
Total Fixed Cost |
$ 5,916,000.00 |
$ 5,916,000.00 |
Total cost of airplane depreciation =
$ 18,100,000
Total Cost of fuel = $ 10134 x 36000 = $ 364,824,000
Total cost of airplane maintenance = $ 5916000 + ($227 x 36000) =
5916000 + 8172000 = $ 14,088,000
High-Low Method, Cost Formulas During the past year, the high and low use of three different...
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