∫(cos2usinu)du\int\left(cos^2usinu\right)du∫(cos2usinu)du
cos2(a)−sin2(a)+sin(a)=0\cos^2\left(a\right)-\sin^2\left(a\right)+\sin\left(a\right)=0cos2(a)−sin2(a)+sin(a)=0
∫(13+u)du\int\left(\frac{1}{3+u}\right)du∫(3+u1)du
a+22a+2^2a+22
(10)+5010\left(10\right)+\frac{50}{10}(10)+1050
∫6x2exdx\int6x^2e^xdx∫6x2exdx
3x2=1083x^2=1083x2=108
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