∫ex⋅(2x2+1)dx\int ex\cdot\left(2x^2+1\right)dx∫ex⋅(2x2+1)dx
2x3+6x−22x^3+6x-22x3+6x−2
16x8−16xy82x2+2y2\frac{16x^8-16xy^8}{2x^2+2y^2}2x2+2y216x8−16xy8
3x3 + 13x2 − 13x + 2 .3x−23x^{3\:}+\:13x^2\:\:-\:13x\:+\:2\:.3x-23x3+13x2−13x+2.3x−2
d15dx15(−5sin(x))\frac{d^{15}}{dx^{15}}\left(-5sin\left(x\right)\right)dx15d15(−5sin(x))
4x2−13x+104x^2-13x+104x2−13x+10
25x−8=12\frac{2}{5}x-8=1252x−8=12
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