"For any positive integer `n`, define `f_n :(0,oo)rarrR`as `f_n(x)=sum_(j=1)^ntan

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How to find nonnegative integer solutions? #maths How to find nonnegative integer solutions? #maths
Can you find all positive integers n to make the expression a perfect square? Can you find all positive integers n to make the expression a perfect square?
For positive integer \(n\), define\(f(n)=n+\frac{16+5 n-3 n^2}{4 n+3 n^2}+\frac{32+n-3 n^2}{8 n+.... For positive integer \(n\), define\(f(n)=n+\frac{16+5 n-3 n^2}{4 n+3 n^2}+\frac{32+n-3 n^2}{8 n+....