What is the formula for computing the derivative of the composition of two functions (chain rule)?
The chain rule is a formula that expresses the derivative of the composition of two differentiable functions and .
The derivative of is:
The chain rule of in Langrage's notation is: or .
The chain rule of in Leibniz's notation is: .
Question by Answiki 10/15/2021 at 08:10:23 PM
How to calculate the derivative of u(v(x))?
Question by Answiki 10/15/2021 at 08:10:17 PM
How to calculate the derivative of f(g(x))?
Question by Answiki 10/15/2021 at 08:03:28 PM
What is the formula of the chain rule?
Answer by Answiki on 10/15/2021 at 08:02:58 PM
The chain rule is a formula that expresses the derivative of the composition of two differentiable functions and .
The derivative of is:
The chain rule of in Langrage's notation is: or .
The chain rule of in Leibniz's notation is: .
Answer by Answiki on 10/15/2021 at 08:02:15 PM
The derivative of is:
The chain rule is a formula that expresses the derivative of the composition of two differentiable functions and .
The chain rule of in Langrage's notation is: or .
The chain rule of in Leibniz's notation is: .
Question by Answiki 10/15/2021 at 07:50:57 PM
What is the formula for computing the derivative of the composition of two functions (chain rule)?
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