xy2dx+3x3y2dy=0xy^2dx+3x^3y^2dy=0xy2dx+3x3y2dy=0
3x2−2x=33x^2-2x=33x2−2x=3
−∫(x2⋅5−x)dx-\int\left(x^2\cdot\sqrt{5-x}\right)dx−∫(x2⋅5−x)dx
x212x+9x^212x+9x212x+9
∫01 x122+x34dx\int_0^1\:\frac{x^{\frac{1}{2}}}{2+x^{\frac{3}{4}}}dx∫012+x43x21dx
y2−12y+1=0y^{2}-12y+1=0y2−12y+1=0
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