dydx(xy+4x2+y2=6)\frac{dy}{dx}\left(xy+4x^2+y^2=6\right)dxdy(xy+4x2+y2=6)
∫(1−t)e4t−2t2dt\int\left(1-t\right)e^{4t-2t^2}dt∫(1−t)e4t−2t2dt
2x2+12xy+18y22x^2+12xy+18y^22x2+12xy+18y2
limv→∞(−x3+6x2−8x+13x2−7x3+2x−3)x2\lim_{v\to\infty}\left(\frac{-x^3+6x^2-8x+1}{3x^2-7x^3+2x-3}\right)x^2v→∞lim(3x2−7x3+2x−3−x3+6x2−8x+1)x2
310b4 : b\frac{3}{10}b^4\::\:b103b4:b
y′=2y−4y'=2y-4y′=2y−4
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