x2+8x−9>1x^2+8x-9>1x2+8x−9>1
limx→3(2x−62−∣1−x∣)\lim_{x\to3}\left(\frac{2x-6}{2-\left|1-x\right|}\right)x→3lim(2−∣1−x∣2x−6)
∫(x3−8x−2)dx\int\left(\frac{x^3-8}{x-2}\right)dx∫(x−2x3−8)dx
(30x−1)2\left(30x-1\right)^2(30x−1)2
423\frac{4}{2}\sqrt{3}243
27xy−72x27xy-72x27xy−72x
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