x2+16x=17x^2+16x=17x2+16x=17
x4−3x2−28x^4-3x^2-28x4−3x2−28
137⋅13−513^7\cdot13^{-5}137⋅13−5
3x⋅2x3x\cdot2x3x⋅2x
y=cx+1y=\frac{c}{x}+1y=xc+1
limx→∞(2x+12x−2−1)⋅2x+1\lim_{x\to\infty}\left(\frac{2x+1}{2x-2}-1\right)\cdot2x+1x→∞lim(2x−22x+1−1)⋅2x+1
−874+−975-874+-975−874+−975
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