Attempt 2:9 attempts remaining.
For the composite function , identify an inside and outside function. Write the derivative of the composite function with respect to . Do
not use identity functions for or .
.

Ask by Clark Mckenzie. in the United States

Mar 31,2025

Question

Attempt 2:9 attempts remaining.
For the composite function , identify an inside and outside function. Write the derivative of the composite function with respect to . Do
not use identity functions for or .
.

Ask by Clark Mckenzie. in the United States

Mar 31,2025

UpStudy AI · Accepted Answer

- Identify the functions:
  - Inside function: $$ h(x) $$
  - Outside function: $$ g(u) $$ where $$ u = h(x) $$
  
- Write the composite function:
  $$
  f(x) = g(h(x))
  $$

- Apply the chain rule to differentiate $$ f(x) $$:
  $$
  f'(x) = g'(h(x)) \cdot h'(x)
  $$
- Inside function: $$ h(x) $$ - Outside function: $$ g(u) $$ where $$ u = h(x) $$ - Derivative: $$ f'(x) = g'(h(x)) \cdot h'(x) $$

Attempt 2:9 attempts remaining.
For the composite function , identify an inside and outside function. Write the derivative of the composite function with respect to . Do
not use identity functions for or .
.

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Attempt 2:9 attempts remaining. For the composite function , identify an inside and outside function. Write the derivative of the composite function with respect to . Do not use identity functions for or . .

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Attempt 2:9 attempts remaining.
For the composite function , identify an inside and outside function. Write the derivative of the composite function with respect to . Do
not use identity functions for or .
.