212⋅2−62^{12}\cdot2^{-6}212⋅2−6
a+82a+8^2a+82
∫tan(x)(sec2x)xdx\int\sqrt{\tan\left(x\right)}\left(\sec^2x\right)xdx∫tan(x)(sec2x)xdx
(5+7p3)2\left(5+7p^3\right)^2(5+7p3)2
2z+8+3−7z2z+8+3-7z2z+8+3−7z
∫131x−2dx\int_1^3\frac{1}{\sqrt{x-2}}dx∫13x−21dx
(−2x3+5x2+2)−(8x3+4x2−5)\left(-2x^3+5x^2+2\right)-\left(8x^3+4x^2-5\right)(−2x3+5x2+2)−(8x3+4x2−5)
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