−x3+21x2−146x+336-x^3+21x^2-146x+336−x3+21x2−146x+336
3x−2x\frac{\sqrt{3x}-2}{x}x3x−2
∫ln(3x)x11dt\int\frac{ln\left(3x\right)}{x^{11}}dt∫x11ln(3x)dt
3833\frac{8}{3}338
−45⋅17-45\cdot17−45⋅17
x2+4x+6x−2\frac{x^2+4x+6}{x-2}x−2x2+4x+6
(m2−n2)3\left(m^2-n^2\right)^3(m2−n2)3
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