16x−1=2x2\sqrt[x-1]{16}=\frac{2^x}{2}x−116=22x
−x2+16x+8-x^2+16x+8−x2+16x+8
36x2+5x−136x^2+5x-136x2+5x−1
∫(x−5−x3+4)dx\int\left(x^{-5}-x^3+4\right)dx∫(x−5−x3+4)dx
(a4b2c−2a2c3)3\left(\frac{a^4b^2c^{-2}}{a^2c^3}\right)^3(a2c3a4b2c−2)3
∫2x2−16x3dx\int\frac{\sqrt{2x^2-16}}{x^3}dx∫x32x2−16dx
3tan(yx)=23−3tan(yx)3tan\left(\frac{y}{x}\right)=2\sqrt{3}-3tan\left(\frac{y}{x}\right)3tan(xy)=23−3tan(xy)
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