∫10e−xdx\int10e^{-\sqrt{x}}dx∫10e−xdx
(−3a2+2b)(−3a2−4x)\left(-3a^2+2b\right)\left(-3a^2-4x\right)(−3a2+2b)(−3a2−4x)
11x+4x11x+4x11x+4x
81x2−9x=081x^2-9x=081x2−9x=0
d2dx2(2x3−cosx)\frac{d^2}{dx^2}\left(2x^3-\cos x\right)dx2d2(2x3−cosx)
(x3)a9−x9\frac{\left(x^3\right)}{a^9-x^9}a9−x9(x3)
4cos2x+3sinx=14\cos^2x+3\sin x=14cos2x+3sinx=1
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