1. The problem statement, all variables and given/known data Find the integral. (Note: Solve by the simplest method - not all require integration by parts.) ∫t ln(t + 2) dt 2. Relevant equations ∫udv=uv-∫vdu 3. The attempt at a solution dv=tdt v=tdt=t2/2 u=ln(t+2) du=1/(t+2)dt ∫t ln(t + 2) dt =(t2/2)ln(t+2)-(1/2)∫(t2/2)dt =(t2/2)ln(t+2)-(1/2)∫(t-2+(4/(t+2))dt =(t2/2)ln(t+2)-(1/2)[(t2/2)-2t+4ln(t+2)]+C =? Idk why I keep getting it wrong?