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64x32−10064x^{32}-10064x32−100
15x5−3x315x^5-3x^315x5−3x3
y′ +6y=e4ty^{'\:}+6y=e^{4t}y′+6y=e4t
x2+14x+49=0x^2+14x+49=0x2+14x+49=0
4x2−19x+6=04x^2-19x+6=04x2−19x+6=0
x2y2−3dydx=12y\frac{x^2}{y^2-3}\frac{dy}{dx}=\frac{1}{2y}y2−3x2dxdy=2y1
dydx[4ln(y)+3xy2]=dydx[x2−4y2]\frac{dy}{dx}\left[4ln\left(y\right)+3xy^2\right]=\frac{dy}{dx}\left[x^2-4y^2\right]dxdy[4ln(y)+3xy2]=dxdy[x2−4y2]
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