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in Sequences and series by (30 points)

18. Let \( f(n)=\frac{4 n+\sqrt{4 n^{2}-1}}{\sqrt{2 n+1}+\sqrt{2 n-1}}, n \in N \) then the remainder when \( f(1)+f(2)+f(3)+\ldots+f(60) \) is divided by 9 isimageimage

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saucy6928, hello

What a problem.  The remainder when the sum of this sequence is divided by 9 is: 8

And as a side note, if anyone is interested the sum of this sequence is: 665

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