Solve ∫y=0^{1}∫x=y^{2}^{1}∫z=0^{1-x}x dzdxdy

"\\int _0^1\\int _{b^2}^1\\int _0^{1-x}xdzdxdy\\\\\n=\\int _0^1\\int _{y^2}^1x\\left(-x+1\\right)dxdy\\\\\n=\\int _0^1\\left(\\frac{1-y^4}{2}-\\frac{1-y^6}{3}\\right)dy\\\\\n=\\frac{4}{35}"

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