6uv3+5u3v6uv^3+5u^3v6uv3+5u3v
limx→0(sin(x)cos(x))\lim_{x\to0}\left(\sin\left(x\right)\cos\left(x\right)\right)x→0lim(sin(x)cos(x))
∫3 1n(x)dx\int3\:1n\left(x\right)dx∫31n(x)dx
limx→−∞8x+24x−5\lim_{x\to-\infty}\frac{8x+2}{4x-5}x→−∞lim4x−58x+2
(−10)⋅(−10)⋅(−10)⋅(−10)⋅(−10)\left(-10\right)\cdot\left(-10\right)\cdot\left(-10\right)\cdot\left(-10\right)\cdot\left(-10\right)(−10)⋅(−10)⋅(−10)⋅(−10)⋅(−10)
∫−9000(3x+50)dx\int-\frac{9000}{\left(3x+50\right)}dx∫−(3x+50)9000dx
7x− 1≤10x+47x-\:1\le10x+47x−1≤10x+4
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