The changes in a function y and the independent variable x are related as `dy/dx=x^2`. Find y as a function of x.

Answer

C

Explanation

Change in a functin of y and the independent variable x are related as
`(dy)/(dx)=x^2
rarr dy=x^2 dx` Taking integration of both sides
we get `int dy = int x^2 dx
rarr y= x^3/3+c
y` as a function of x is represented b
`y= x^3/3+c`