4x4−4x4x^4-4x4x4−4x
ddxx2+y2−12xy=0\frac{d}{dx}x^2+y^2-12xy=0dxdx2+y2−12xy=0
(a3−b4z2)3\left(a^3-b^4z^2\right)^3(a3−b4z2)3
f(x)=14x2−2x−48f\left(x\right)=\frac{14}{x^2-2x-48}f(x)=x2−2x−4814
x10−49y12x^{10}-49y^{12}x10−49y12
−2y2−y2\frac{-2y^2}{\sqrt{-y^2}}−y2−2y2
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