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Given that the point \( (4,81) \) exists on the graph of \( y=f(x) \), a point that exists on \( y=\sqrt{f(x)} \) is \( (2,81) \) \( (2,9) \) \( (4,9) \) \( (4,81) \)
Given that the point \( \left(a, 25 b^{2}\right), a \geq 0 \), is on the function \( y=f(x) \), which of the following is a point on \( y=\sqrt{f(x)} \) ? \[ (a, 5 b) \] \[ \left(a, 5 b^{2}\right) \] \[ (\sqrt{a}, 5 b) \] \[ \left(\sqrt{a}, 25 b^{2}\right) \]

Given that, the point (4,81) exists on the graph of y=f(x) Now to determine the point on the graph of y=f(x)

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