Find (d y)/(d u), (d u)/(d x), and (d y)/(d x) Suppose h=f ∘g . Show that h^'=(f^' ∘g) g^'

Name: Problem 62, Chapter 3: Applied Calculus for the MLSS A Brief Approach
Uploaded: 2021-07-04T17:26:29-08:00
Duration: 41 s
Channel: Vikash Ranjan
Description: Find (d y)/(d u), (d u)/(d x), and (d y)/(d x) Suppose h=f ∘g . Show that h^'=(f^' ∘g) g^'

Question

Find (d y)/(d u), (d u)/(d x), and (d y)/(d x)  Suppose  h=f ∘g .  Show that  h^'=(f^' ∘g) g^'

Vikash Ranjan · Accepted Answer

step 1 in the problem we have been given h of x and that is equal to f of g of x now h does x equals to

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