ln∞−ln∞ln\infty-ln\inftyln∞−ln∞
∫(x2x−53)dx\int\left(x^2\sqrt[3]{x-5}\right)dx∫(x23x−5)dx
9y−z−2y+5x−8z−7y9y-z-2y+5x-8z-7y9y−z−2y+5x−8z−7y
x2+7x−17x^2+7x-17x2+7x−17
8−−1028-\frac{-10}{2}8−2−10
6x−2−x2<3x6x-2-x^2<3x6x−2−x2<3x
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