Solution-Explain how each one follows from the general

Explain how each one follows from the general chain rule

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Reference no: EM131117979

The Chain rule is given by: d[f(g(x))]/dx = f'(g(x)).g'(x)

In this class, we see the chain rule applied in three ways to get the following:

a) d/dx[u(x)ⁿ] = n(u(x))^n-1u'(x)

b) d/dx[eu(x)] = u'(x)e^u(x)

c) d/dx [ln(u(X))] = u'(x)/u(x)

1. Give an example of each of the three formulas above.

2. Explain how each one follows from the general chain rule. What is f(x) and what is g(x) in each of the formulas?

Reference no: EM131117979

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Explain how each one follows from the general chain rule

Reference no: EM131117979

Reference no: EM131117979

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