16x4−16x2+416x^4-16x^2+416x4−16x2+4
∫4xex+2x2exdx\int4xe^x+2x^2e^xdx∫4xex+2x2exdx
−2x2≤4-2x^2\le4−2x2≤4
(156x2+4x2)\left(156x^2+4x^2\right)(156x2+4x2)
sin(−π2)sin\left(-\frac{\pi}{2}\right)sin(−2π)
4(x3+y3)dx−3xy2dy=04\left(x^3+y^3\right)dx-3xy^2dy=04(x3+y3)dx−3xy2dy=0
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