∫(7x−9)7dx\int\left(7x-9\right)^7dx∫(7x−9)7dx
(3x3y2)(2x4y3)(−4xy)\left(3x^3y^2\right)\left(2x^4y^3\right)\left(-4xy\right)(3x3y2)(2x4y3)(−4xy)
(3cosx+7)(−2sinx−1)\left(3\cos x+7\right)\left(-2\sin x-1\right)(3cosx+7)(−2sinx−1)
(1+h)4\left(1+h\right)^4(1+h)4
(6x3−23x2+10x−4)(3x−1)\frac{\left(6x^3-23x^2+10x-4\right)}{\left(3x-1\right)}(3x−1)(6x3−23x2+10x−4)
∫71+x+x2dx\int\frac{7}{1+x+x^2}dx∫1+x+x27dx
ddx(3x−yx+2y)\frac{d}{dx}\left(\frac{3x-y}{x+2y}\right)dxd(x+2y3x−y)
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