limx→∞(−4x2ex)\lim_{x\to\infty}\left(\frac{-4x^2}{e^x}\right)x→∞lim(ex−4x2)
tan6θ −tan2θ 1+tan6θtan2θ \frac{tan6\theta\:-tan2\theta\:}{1+tan6\theta tan2\theta\:}1+tan6θtan2θtan6θ−tan2θ
343f3+512g3343f^3+512g^3343f3+512g3
6(1m−2)=126\left(1m-2\right)=126(1m−2)=12
(x5−7)(x5+2)\left(x^5-7\right)\left(x^5+2\right)(x5−7)(x5+2)
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