dydx=4−12y3000−2x\frac{dy}{dx}=4-\frac{12y}{3000-2x}dxdy=4−3000−2x12y
∫2e3x2xdx\int2e^{3x^2}xdx∫2e3x2xdx
∫tan(x)lncos(x)dx\int\tan\left(x\right)\ln\cos\left(x\right)dx∫tan(x)lncos(x)dx
y′=x4yy'=\frac{x^4}{y}y′=yx4
925m6−125m3u+4u2\frac{9}{25}m^6-\frac{12}{5}m^3u+4u^2259m6−512m3u+4u2
x+x+8x+x+8x+x+8
ddxy=1−x\frac{d}{dx}\sqrt{y}=1-\sqrt{x}dxdy=1−x
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