Let $f$ be a monotone increasing function in $[0,1]$. Then there exists an $x$ in this interval, so that $f(x) = x$
How can I solve this? what can I use?
Let $f$ be a monotone increasing function in $[0,1]$. Then there exists an $x$ in this interval, so that $f(x) = x$
How can I solve this? what can I use?
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