n−5m2−6−n+7m2+8n-5m^2-6-n+7m^2+8n−5m2−6−n+7m2+8
(x−7y)2\left(x-7y\right)^2(x−7y)2
xy⋅3xyxy\cdot3xyxy⋅3xy
limx→4x−4\lim_{x\to4}\sqrt{x-4}x→4limx−4
x2−x−160x2−25\frac{x^2-x-160}{x^2-25}x2−25x2−x−160
x2=(15x+18)x^2=\left(15x+18\right)x2=(15x+18)
dydx+y=e{−3x}\frac{dy}{dx}+y=e\left\{-3x\right\}dxdy+y=e{−3x}
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