−12.5−(−2.1)-12.5-\left(-2.1\right)−12.5−(−2.1)
2x2−4x+1< 02x^2-4x+1<\:02x2−4x+1<0
ylog(y)dx+xdy=0y\log\left(y\right)dx+xdy=0ylog(y)dx+xdy=0
dydx+1=8x−y\frac{dy}{dx}+1=8x-ydxdy+1=8x−y
∫y2⋅cos(y)dy\int y^2\cdot\cos\left(y\right)dy∫y2⋅cos(y)dy
9⋅32\sqrt[2]{9\cdot3}29⋅3
4m+5m+7m−m4m+5m+7m-m4m+5m+7m−m
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