(x+3)(x−3)+(3x+10y)(3x−10y)\left(x+3\right)\left(x-3\right)+\left(3x+10y\right)\left(3x-10y\right)(x+3)(x−3)+(3x+10y)(3x−10y)
(15x5y−3z−2−3x4y−4z3)4\left(\frac{15x^5y^{-3}z^{-2}}{-3x^4y^{-4}z^3}\right)^4(−3x4y−4z315x5y−3z−2)4
x+7≥3−5xx+7\ge3-5xx+7≥3−5x
∫x+2(x−2)2+4dx\int\frac{x+2}{\left(x-2\right)^2+4}dx∫(x−2)2+4x+2dx
x2+12⋅x+36+x2−4⋅x+14x^2+12\cdot x+36+x^2-4\cdot x+14x2+12⋅x+36+x2−4⋅x+14
d2dy2(e−xy2)\frac{d^2}{dy^2}\left(e^{-xy^2}\right)dy2d2(e−xy2)
x2+x<x+2x^2+x<x+2x2+x<x+2
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