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If $f(x)$ is an increasing function ,then $(f(x))^2$ >$f(x)$ ? True/false
in Calculus
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True since increasing function

if decreasing ,consider example of $1/x$ its false
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I think so false ....consider function defined from [0,1]  f(x)=x....here(f(x))^2<f(x)

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