What is the derivative of e^ (2x) ?

Is it necessary to use the chain rule: f' (g (x)) * g' (x) ?

Question

Nylah

Mathematics

3 January, 11:23

What is the derivative of e^ (2x) ?

Is it necessary to use the chain rule: f' (g (x)) * g' (x) ?

+5

Answers (1)

Know the Answer?

Broderick Ross · Answer 1

The derivative of e^ (2x) is d/dx (e^ (2x)) = e^ (2x). d/dx (2x) = e^ (2x).2 = 2e^ (2x). Yes, it is necessary to use the chain rule. Because withour chain rule the differentiation will be incomplete. Thsu, the derivtive of e^ (2x) is 2e^ (2x).

What is the derivative of e^ (2x) ?Is it necessary to use the chain rule: f' (g (x)) * g' (x) ?

What is the derivative of e^ (2x) ?

Is it necessary to use the chain rule: f' (g (x)) * g' (x) ?