int((3*t^2+2)^2,t)

>
restart;
>
int((3*t^2+2)^2,t);
4 t + 9/5 t5 + 4 t3
>
int(t*(2*t^2 + 2)^3,t);
t 8 + 4 t6 + 6 t4 + 4 t 2
>
int((5*t + 2)^(1/2),t);
2/15 (5 t + 2)3/2
>
int(t^2*(2*t^3 + 2)^(-1/2),t);
1/3
>
√
2 t3 + 2
int(cot(u),u);
ln (sin (u))
>
simplify(int(tan(5*r),r));
1/10 ln 1 + (tan (5 r))2
>
int(1/(1+6*r),r);
1/6 ln (1 + 6 r)
>
int(t/(t^2 -1),t);
1/2 ln (t − 1) + 1/2 ln (t + 1)
>
int(cos(omega*t + phi),t);
sin(ω t+φ)
ω
>
int(sin(omega*t + phi),t);
− cos(ωωt+φ)
>
int(x*exp(-x^2),x);
−1/2 e−x
>
int(exp(cos(phi))*sin(phi),phi);
−ecos(φ)
2