x3−x2+2x+6x−3\frac{x^3-x^2+2x+6}{x-3}x−3x3−x2+2x+6
x(x+8)+800=0x\left(x+8\right)+800=0x(x+8)+800=0
3x−20>5x+43x-20>5x+43x−20>5x+4
limx→0(tan(3t)sin(2t))\lim_{x\to0}\left(\frac{tan\left(3t\right)}{sin\left(2t\right)}\right)x→0lim(sin(2t)tan(3t))
6x2+7x−10=06x^2+7x-10=06x2+7x−10=0
27+3(9)(4)+3(3)(16)+6427+3\left(9\right)\left(4\right)+3\left(3\right)\left(16\right)+6427+3(9)(4)+3(3)(16)+64
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