dydx+5y(x)=3\frac{dy}{dx}+5y\left(x\right)=3dxdy+5y(x)=3
∫(2+2)2dx\int\left(2+\sqrt{2}\right)^2dx∫(2+2)2dx
ddx3xy2+2x2y=0\frac{d}{dx}3xy^2+2x^2y=0dxd3xy2+2x2y=0
−15(−25)-15\left(-25\right)−15(−25)
(8x3+4)(8x3−4)\left(8x^3+4\right)\left(8x^3-4\right)(8x3+4)(8x3−4)
m3y+m3dm^3y+m^3dm3y+m3d
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