4+x16+8x+x2\frac{4+x}{16+8x+x^2}16+8x+x24+x
(5x+3)−(8x−2)\left(5x+3\right)-\left(8x-2\right)(5x+3)−(8x−2)
limx→0(sin(x7)x)\lim_{x\to0}\left(\frac{sin\left(x^7\right)}{x}\right)x→0lim(xsin(x7))
(−6)⋅5+(−6)⋅(−1)\left(-6\right)\cdot5+\left(-6\right)\cdot\left(-1\right)(−6)⋅5+(−6)⋅(−1)
2+6+72+6+72+6+7
15cos2x−17cosx+4=015\cos^2x-17\cos x+4=015cos2x−17cosx+4=0
∫−6xe2xdx\int-6xe^{2x}dx∫−6xe2xdx
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