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in Sets, Relations and Functions by (15 points)

Let \(E\) group of functions \(f\)  continue from \([0,1] \) to \(R^+\)where \(\int_0^1 f^2(x) \, \mathrm dx =1 \) so we have \(\sup \int_0^1xf(x) dx \)\(=\)

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