Integrate the following functions. ∫e(2x+3)dx
∫e(2x+3)dx Let 2x+3=t⇒2=dtdx⇒dx=dt2 ∴∫e(2x+3)dx=∫etdt2=12∫etdt=12et+C=12e(2x+3)+C
Integrate the following functions. ∫tan2(2x−3)dx.
Integrate the following functions. ∫e2x−1e2x+1dx.
Integrate the following functions. ∫e2x−e−2xe2x+e−2xdx.
Integrate the following functions. ∫x+2√x2+2x+3dx.