How do you find the derivative of a composite function using the chain rule?
Answer 1
Brenda Collins
To find the derivative of a composite function using the chain rule, you differentiate the outer function with respect to the inner function and then multiply by the derivative of the inner function. Mathematically, if y = f(g(x)), then dy/dx = f'(g(x)) * g'(x). This method allows you to handle complex functions systematically.
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