d6dx6(e0.1x2)\frac{d^6}{dx^6}\left(e^{0.1x^2}\right)dx6d6(e0.1x2)
6dydxy=5x6\frac{dy}{dx}y=5x6dxdyy=5x
sin2(2bx)\sin^2\left(2bx\right)sin2(2bx)
12x2−48x+36=012x^2-48x+36=012x2−48x+36=0
(−29)−(−33)\left(-29\right)-\left(-33\right)(−29)−(−33)
∫tan3(1−x)dx\int\tan^3\left(1-x\right)dx∫tan3(1−x)dx
−100−32-100-32−100−32
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