Evaluate the indefinite integral (8x + 11)ex dx

please helpppp!

Integrate by part.

u = 8x + 11........dv = e^x
du = 8................v = e^x

∫(8x + 11)ex dx = (8x + 11)e^x - ∫8e^x dx
= (8x + 11)e^(x) - 8e^(x) + C
= (8x + 11 - 8)e^(x) + C
= (8x + 3)e^(x) + C

Check: http://www.wolframalpha.com/input/?i=int…

integral of (8x + 11)e^x dx
= integral of (8x + 11)d e^x
= (8x+11)e^x - integral of e^x * 8 dx
= (8x+11)e^x - 8e^x + c
= 8x e^x + 3 e^x + c