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Asked by snobel115
Problem 6: Cost Function Suppose AirPure, a manufacturer of air...
Image transcription text Problem 6: Cost Function
Suppose AirPure, a manufacturer of air filers, has a monthly fixed cost of $10,000 and a variable
cost of -0.0001x2 + 10x for 0 < < < 40, 000 where r denotes the number of filters manufacturer
per month. Total cost C is the sum of variable and fixed cost:
C(x) = V(x) + F(x)
(40)
where V(x) is variable cost and F(a) is fixed cost. For example,
C(0) = 10000.0
(41 )
C(100) = 10999.0
( 42 )
C(1000) =
19900.0
(43)
Deliverables for Problem 6
. Complete the functions all three functions.
. Hint: Read the Introduction again to get some help on this problem.
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Answered by SargentTeamWildcat8
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