100x2+220x+121100x^2+220x+121100x2+220x+121
3m−7n+5m−7n+5n+3n3m-7n+5m-7n+5n+3n3m−7n+5m−7n+5n+3n
x−14+x+25<12\frac{x-1}{4}+\frac{x+2}{5}<\frac{1}{2}4x−1+5x+2<21
12x2+25x−712x^2+25x-712x2+25x−7
x2dx=(y+1)dyx^2dx=\left(y+1\right)dyx2dx=(y+1)dy
limx→∞(xlog(x)−log(x)x)\lim_{x\to\infty}\left(x^{\log\left(x\right)}-\log\left(x\right)^x\right)x→∞lim(xlog(x)−log(x)x)
x2+3⋅x−22⋅x+2\frac{x^2+3\cdot x-2}{2\cdot x+2}2⋅x+2x2+3⋅x−2
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