(−1)(−7)\left(-1\right)\left(-7\right)(−1)(−7)
−3x2−x+10-3x^2-x+10−3x2−x+10
∫x2+x+1x5+2x4+x3dx\int\frac{x^2+x+1}{x^5+2x^4+x^3}dx∫x5+2x4+x3x2+x+1dx
(3d+7l)(2x−3y)\left(3d+7l\right)\left(2x-3y\right)(3d+7l)(2x−3y)
(t2+3t+5)(4t2+3) \left(t^2+3t+5\right)\left(4t^2+3\right)\:(t2+3t+5)(4t2+3)
−2xx\frac{-2x}{x}x−2x
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