Question

differentiate log x^5​

Answer 1

Answer:5/x

Step-by-step explanation:y=log x^5

For this we have to use chain rule,

dy/dx=d/dx(log x^5)

dy/dx=1/x^5 ×d/dx(x^5)

dy/dx=1/x^5×(5x^4)

dy/dx=5x^(4-5)

dy/dx=5×x^(-1)

dy/dx=5/x