x2−21x+20<0x^2-21x+20<0x2−21x+20<0
∫ 10xx23dx\int\:10x\sqrt[3]{x^2}dx∫10x3x2dx
x62x+4\frac{x^6}{2x+4}2x+4x6
4⋅3−(−1)+5⋅0−14\cdot3-\left(-1\right)+5\cdot0-14⋅3−(−1)+5⋅0−1
(+85 ) : (−17) \left(+85\:\right)\::\:\left(-17\right)\:(+85):(−17)
54+102−7+(−2)54+102-7+\left(-2\right)54+102−7+(−2)
limx→infinity(x2−ax)\lim_{x\to infinity}\left(\sqrt{x^2-ax}\right)x→infinitylim(x2−ax)
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