Solve the following questions by using the derivative approach Find f'(x) if f(x) = (8x2) (5x+8). Find

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Solve the following questions by using the derivative approach

$Find ( f^{prime}(x) ) if[f(x)=(8 x-2) cdotleft(5 x^{2}+8ight)^{4}]$

$( f(x)=left(-9 x^{2}-9ight)^{3}left(3 x^{2}+6ight)^{-3} ).$

$Let[f(x)=frac{8 x}{sqrt{3-2 x}}][f^{prime}(x)=]$

$A total-revenue function is given by[R(x)=1500 sqrt{x^{2}-0.2 x}]where ( R(x) ) is the total revenue, in thousands o$

$A total-cost function is given by[C(x)=1200left(x^{2}+5ight)^{1 / 3}+600]where ( C(x) ) is the total cost, in thou$

Related Book For answer-question

Mathematical Applications for the Management Life and Social Sciences

ISBN: 978-1305108042

11th edition

Authors: Ronald J. Harshbarger, James J. Reynolds

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Posted Date: Feb 16, 2023 06:03 AM

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Solve the following questions by using the derivative approach Find f'(x) if f(x) = (8x2) (5x+8). Find

Question:

Find f'(x) if f(x) = (8x2) (5x²+8)¹. Find f'(x) if f(x) = (8x2) (5x²+8)¹.

Expert Answer:

alFind tx it fx 8x2 5x78 Solution Using product mle Udv vdy dx dx dx dj 8x2 5 8 8... View the full answer

Mathematical Applications for the Management Life and Social Sciences

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