(−5−b)−23=1(−5-b)23\left(-5-b\right)^{-\frac{2}{3}}=\frac{1}{\left(-5\text{-b}\right)^{\frac{2}{3}}}(−5−b)−32=(−5-b)321
9x2−12x−4x2−8x−x29x^2-12x-4x^2-8x-x^29x2−12x−4x2−8x−x2
t2+2t+1dx−1+x2dt=0\sqrt{t^2+2t+1}dx-\sqrt{1+x^2}dt=0t2+2t+1dx−1+x2dt=0
4x2+20xy+2524x^2+20xy+25^24x2+20xy+252
∫(x3−8)4x2dx\int\sqrt[4]{\left(x^3-8\right)}x^2dx∫4(x3−8)x2dx
3x−10x+5=5x+173x-10x+5=5x+173x−10x+5=5x+17
(3y −2)(y −4)\left(3y\:-2\right)\left(y\:-4\right)(3y−2)(y−4)
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