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Given the following recursively defined sequence: f_1 = 1, f_n = (\sqrt{f_{...

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Given the following recursively defined sequence:

$f_1 = 1, f_n = (\sqrt{f_{n-1}} + 1)^2$ f_1 = 1, f_n = (\sqrt{f_{n-1}} + 1)^2

Which of the following is a correct non-recursive definition for the same sequence?

$f_n = \sqrt{n+1}$ f_n = \sqrt{n+1}

$f_n = \sqrt{n}$ f_n = \sqrt{n}

f_n = n^2

f_n = (n+1)^2

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