Intergrate with respect to X the function Ex+D
To integrate the function Ex+D with respect to x, we can use the power rule of integration.
∫(Ex + D) dx = E∫x dx + ∫D dx
= E(x^2/2) + Dx + C
= (E/2)x^2 + Dx + C
Therefore, the integral of Ex+D with respect to x is (E/2)x^2 + Dx + C, where C is the constant of integration.