how to use chain rule in integration?
Answers
Answered by
0
If you want to see how this relates to the chain rule, take the derivative of your answer, and it should get you the function "inside" the original integral. The chain rule for integration is basically -substitution. For calculating derivatives, we use the chain rule by multiplying by one.
Answered by
0
The "chain rule" for integration is the integration by substitution.
∫baf(φ(t))φ′(t) dt=∫φ(b)φ(a)f(x) dx
∫baf(φ(t))φ′(t) dt=∫φ(b)φ(a)f(x) dx
Similar questions