x2−17x−6x^2-17x-6x2−17x−6
s2−5s−5s^2-5s-5s2−5s−5
−∫1(u−1)2du-\int\frac{1}{\left(u-1\right)^2}du−∫(u−1)21du
dpdy+2p=0\frac{dp}{dy}+2p=0dydp+2p=0
a6−36a+3\frac{a^6-3^6}{a+3}a+3a6−36
y′=(ex+2)ln∣y−1∣−1y'=\left(e^x+2\right)ln\left|y^{-1}\right|^{-1}y′=(ex+2)ln∣∣y−1∣∣−1
limx→x3(cos(x)+sin(x))\lim_{x\to\frac{x}{3}}\left(\cos\left(x\right)+\sin\left(x\right)\right)x→3xlim(cos(x)+sin(x))
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