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darc
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令arccost=x ∫(arccost)^2 dt =∫x^2 d(cosx)=x^2 cosx -2∫x cosx dx =x^2 cosx -2x sinx +∫sinx dx =x^2 cosx -2x sinx -cosx + c =(arctant)^2 t -2arctant√(1-t^2)-t+c
原式=1/2∫arctanxd(x²)=1/2x²arctanx-1/2∫x²darctax =1/2x²arctax-1/2∫x²/(1+x²) dx =1/2x²arctax-1/2∫[1-1/(1+x²)] dx =1/2x²arctanx-1/2[x-arctanx]+C =(x²arctanx+arctanx-x)/2+C ...