" (ii) "quad y=x ln x" and "y=2x-2x^(2)

Find the area of the region enclosed by the curves y=x log x and y=2x-2x^(2).

Obtain the area enclosed by region bounded by the curves y = x ln x and y = 2x-2x^(2) .

y The solution of the differential equation (dy)/(dx)=(x+y)/(x) satisfying the condition y(1)=1 is (1) y=ln x+x (2) quad y=x ln x+x^(2)y=x ln x+x^(2)y=x ln x+x

If 2"log"_(8) a =x, "log"_(2) 2a = y " and " y-x =4, then x =

If 2"log"_(8) a =x, "log"_(2) 2a = y " and " y-x =4, then x =

y=ln x + e^(2x) find y'

y=ln x + e^(2x) find y'