If f(x) is a non-negative continuous function for all x \geq 1 such that f'(x) \leq p f(x), where p > 0 and f(1) = 0, then [f(\sqrt{e})+f(\sqrt{\\pi})] is equal to

Manipal Entrance Test 2016 Math Paper

Question : 6 of 70

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If f(x) is a non-negative continuous function for all x≥1 such that f′(x)≤pf(x), where p>0 and f(1)=0, then [f(√e)+f(√π)] is equal to

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