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3+(5n^2)/n+(n^2) converge or diverge
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are you asking: \[\sum_{n=1}^{\infty}3+\frac{5n^2}{n}+n^2\] because thats how you have it written, and clearly it doesnt converge.
no it 3+5n^2 over n+n^2
its*
\[\sum_{n=1}^{\infty} \frac{3+5n^2}{n+n^2}\] diverges via limit test.
and n to infinity not 1
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that series is for n=1 to infinity. The n=1 subscript is the starting k and the top is the ending k.
oh i see ... but the my book says that the final answer is 5 ?! :(
either I'm not understanding the question, or your book is wrong.
mmm its ok thanks any way for the help :)
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