Question

diff. wrt. x of y= x^2logx ​

Answer 1

Answer:

2

Step-by-step explanation:

Answer 2

Heya!

IF TWO FUNCTION ARE IN PRODUCT FORM ITS DIFFERENTIATION CAN BE DONE BY USING PRODUCT RULE OF DIFFERENTIATION I,E

d(uv)/dx = u du/dx + v dv/dx

WHERE u AND v ARE FUNCTIONS OF x

"Similarly here"

u = x² and v = log x

y = x² × log x

dy/dx = x² × ( 1/x ) + 2x log x

dy/dx = x + 2x log x

dy/dx = 1 ( 1 + 2log x )