SOLUTION: cost of producing x cars per week is C(x)=1000+400x-0.1x^2 what is the marginal cost at x=300?
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Question 1021070
:
cost of producing x cars per week is C(x)=1000+400x-0.1x^2
what is the marginal cost at x=300?
Found 3 solutions by
MathLover1, robertb, MathTherapy
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Answer by
MathLover1(20850)
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the marginal cost at
will be:
Answer by
robertb(5830)
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The marginal cost function is simply the derivative of the total cost function.
==> MC(x) = 400 - 0.2x
==> MC(300) = 400 - 0.2*300 = 340.
Answer by
MathTherapy(10557)
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cost of producing x cars per week is C(x)=1000+400x-0.1x^2
what is the marginal cost at x=300?
Marginal cost: 1
st
derivative of function, so
becomes:
Marginal cost:
-------> M(300) = 400 - 60, or
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