Question

5. Find $\frac{dy}{dx}$ (there is no need to simplify the answer). $y = (e^{x^7-4} + \ln(5x^3 + 9))^{2024}$

          5.
Find $\frac{dy}{dx}$ (there is no need to simplify the answer).
$y = (e^{x^7-4} + \ln(5x^3 + 9))^{2024}$

5.
Find (dy)/(dx) (there is no need to simplify the answer).
y = (e^x^7-4 + ln(5x^3 + 9))^2024

Added by Robert B.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Subhadeepta Sahoo

03/16/2022

Step 1

Step 1: To find (dy)/(dx) for the first function y=(e^(x^(7)-4)+ln(5x^(3)+9))^(2024), we will use the chain rule. Show more…

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Find (dy)/((d)x) (there is no need to simplify the answer). y=(e^(x^(7)-4)+ln(5x^(3)+9))^(2024) Find 31-3 there is no need to simplify the answer 5. y=-4+1n5+9

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Question

5. Find $\frac{dy}{dx}$ (there is no need to simplify the answer). $y = (e^{x^7-4} + \ln(5x^3 + 9))^{2024}$

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