Answer: | ||
No. of kilometers (A) |
Average Cost (B) |
Total cost (A x B ) |
114,000 | 12.509 | $ 1,426,026 |
79,000 | 15.4 | $ 1,216,600 |
Variable cost = (Diff. in Costs / Diff in Kilometers ) = ( $ 1,426,026 (-) $ 1,216,600 ) / ( 114,000 (-) 79,000 ) = $ 209,426 / 35,000 |
$ 5.98360 | Per kilometer |
Fixed cost = $ 1,426,026 (-) ( 114,000 x $ 5.98360 ) = $ 1,426,026 (-) $ 682,130.40 |
$ 743,895.60 | per year |
2) | ||
Express in form of y = a + bx Where Y = Total Cost a = Fixed Cost b = Variable Cost |
||
Y = $ 743,895.60 (+) $ 5.98360 X | ||
3) | ||
Total annual Cost = $ 743,895.60 (+) ( $ 5.98360 x 89,000 ) |
$ 1,276,436 |
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