−32x2=−32x2-32x^2=-32x^2−32x2=−32x2
ddx6x2−5x+7\frac{d}{dx}6x^2-5x+7dxd6x2−5x+7
y′ +y2sin (t)=0y^{'\:}+y^2\sin\:\left(t\right)=0y′+y2sin(t)=0
16xy−10−4xy16xy-10-4xy16xy−10−4xy
x2+0x−7x+3\frac{x^2+0x-7}{x+3}x+3x2+0x−7
4x +15 ≤ 2x − 3 4x\:+15\:\le\:\:2x\:-\:3\:4x+15≤2x−3
x4−5x−6x−1\frac{x^4-5x-6}{x-1}x−1x4−5x−6
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