3u−4−1+1−4uy3u-4-1+1-4uy3u−4−1+1−4uy
∫in xdx\int in\:xdx∫inxdx
−16+(12−1)(5−6)-16+\left(12-1\right)\left(5-6\right)−16+(12−1)(5−6)
(2−x+2a)2\left(2-x+2a\right)^2(2−x+2a)2
(3x2+5)(5x+x)\left(3x^2+5\right)\left(5x+\sqrt{x}\right)(3x2+5)(5x+x)
∫6(sin(v))4cos(v)dv\int6\left(sin\left(v\right)\right)^4cos\left(v\right)dv∫6(sin(v))4cos(v)dv
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