(tan(4x))2\left(\sqrt{\tan\left(4x\right)}\right)^2(tan(4x))2
∫5x2x−6dx\int5x^2\sqrt{x-6}dx∫5x2x−6dx
5a(3a3+2a2−2)5a\left(3a^3+2a^2-2\right)5a(3a3+2a2−2)
∫2x(x2+7)8dx\int2x\left(x^2+7\right)^8dx∫2x(x2+7)8dx
dydxy=arctan(x2)+arctan(2x)\frac{dy}{dx}y=arctan\left(\frac{x}{2}\right)+arctan\left(\frac{2}{x}\right)dxdyy=arctan(2x)+arctan(x2)
9x2−7y3 . 9x2+7y39x^2-7y^3\:.\:9x^2+7y^39x2−7y3.9x2+7y3
122−x−612^2-x-6122−x−6
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