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f(x)f(x)f(x) is a function that is continuous and differentiable in the domain [7,15][7,15][7,15]. If f(7)=21f(7) = 21f(7)=21 and f′(x)≤14f'(x) \leq 14f′(x)≤14 for all 7≤x≤157\leq x \leq 157≤x≤15, what is the maximum possible value of f(15)?f(15)?f(15)?
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