∫ eax+6dx\int\:\:e^{ax+6}dx∫eax+6dx
x5(2x−1)x^5\left(2x-1\right)x5(2x−1)
x2+x+8x^2+x+8x2+x+8
y′+5y=−2xy'+5y=-2xy′+5y=−2x
xy+1dydx=3\frac{x}{y+1}\frac{dy}{dx}=3y+1xdxdy=3
−5ab+1; a=2; b=−1-5ab+1;\:a=2;\:b=-1−5ab+1;a=2;b=−1
x2dydx+2y2=0x^2\frac{dy}{dx}+2y^2=0x2dxdy+2y2=0
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