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Calculus 2 - Antiderivatives
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Where is the question?
Definition : marginal cost = 'change in cost' with reference to 'change in quantity' \(\large MC = \frac{dC}{dq}\) q = quantity C = cost MC = marginal cost
the differential equation you want to solve wud be : C'(q) = 9q^2 + 12q + 10
integrating both sides would give you the Cost function
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3q^3+6q^2+10q
dont forget the constant
but thats for doing part b of the problem.
for part a, you just need to write the equation :o
so 3q^3+6q^2+10q for part a is correct?
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for part a, its just 9q^2 + 12q + 10
you dont need to do anything. just enter that
thank you.
3q^3+6q^2+10q + C = 650 solve for C?
C is 650
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oh so 3q^3+6q^2+10q + 650 is part B?
yess
thank you
np :)
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