549) dx/(x+2) 551) sin4x dx
549 ∫ 10dx/(x+2)=(ln|x+2|)|10=ln3–ln2=ln(3/2) 551 ∫ π/40sin4xdx=(1/4)(–cos4x)|π/40= =(1/4)·(–cos(π)+cos0)=(1/4)·(1+1)=(1/4)·(2)=1/2