If `(dy)/(dx)=4x^3-3e^x+5,` find the value of y.

Given that (dy)/(dx)=e^(-2y) and y=0 when x=5. Find the value of x when y=3.

Find the particular solution of (dy)/(dx)=e^(4x-3y) , given y=0 when x=0

If (dy)/(dx)=e^(-2y) and y=0 when x=5, then the value of x for y=3 is

If dy/dx=e^(-2y) and y=0 when x=5, then the value of x for y=3 is

If e^((d^(3) y)/(dx^(3)))- 4x (dy)/(dx) = 0 be a differential equation whose order is k, find the value of k.

Find dy/dx if 2x-3y=e^x

Find dy/dx if 2x-3y=e^x

Find dy/dx if 2x-3y=e^x

Find dy/dx of 3x^3+e^x+4

y=x^3e^x then, dy/dx=?