Question

How do you find the derivative of xe^(lnx^2)?

Answer 1

\[xe^{\ln (2x^2)}\]

Answer 2

use the product rule then use chain rule

Answer 3

first write y=x(2x^2)=2x^3 so all we really need now is the power rule if y is written this way

Answer 4

y'=8x^2

Answer 5

e^ln(x^2) = x^2

x(x^2) = x^3

y' = 3x^2 ... if I read it right :)

Answer 6

myin is right for the other option ;)