Functional Inequality

Algebra Level 4

Let \(f:R→R\) be a function such that \(f(x+19)≤f(x)+19\) and \(f(x+94)≥f(x)+94\) for all real \(x\).Find the value of \(\sqrt{\frac{f(625)-f(0)}{f(25)-f(0)}}\)

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