- #1
Tala.S
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I have to examine whether this sequence
Xn = ln(n^2+1) - ln(n)
converges or diverges.
My attempt at a solution:
Xn = ln(n^2+1) - ln(n) = ln((n^2+1)/n) = ln(n+1/n)
Xn → ∞ when n → ∞
So the sequence diverges.
Can someone look at this and see whether the procedure and conclusion is right or wrong ?
Thank you.
Xn = ln(n^2+1) - ln(n)
converges or diverges.
My attempt at a solution:
Xn = ln(n^2+1) - ln(n) = ln((n^2+1)/n) = ln(n+1/n)
Xn → ∞ when n → ∞
So the sequence diverges.
Can someone look at this and see whether the procedure and conclusion is right or wrong ?
Thank you.