(3−4x)2(1−12x+60x2−160x3)\left(3-4x\right)^2\left(1-12x+60x^2-160x^3\right)(3−4x)2(1−12x+60x2−160x3)
f(x)=(3x2+6)(2x−7)f\left(x\right)=\left(3x^2+6\right)\left(2x-7\right)f(x)=(3x2+6)(2x−7)
dydx=−13xy2\frac{dy}{dx}=-13xy^2dxdy=−13xy2
(5x2−6x+11)+(−x2+4x−9)\left(5x^2-6x+11\right)+\left(-x^2+4x-9\right)(5x2−6x+11)+(−x2+4x−9)
(3x−2y)2+8y(3x−2y)+16y2\left(3x-2y\right)^2+8y\left(3x-2y\right)+16y^2(3x−2y)2+8y(3x−2y)+16y2
4z2+8z+44z^2+8z+44z2+8z+4
x−5+x+3x-5+x+3x−5+x+3
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