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why is this divergent?
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\[\sum_{n=1}^{\infty} \frac{ 1 }{ 4n-1 }\]
To me, it converges
are you sure its divergent ?
yes. It says use comparison test
we use a website to submit our homework. It gives us direct answers. Said wrong for convergent and hint: use comparison test
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You can try b_n = 1/n
then 1/n would = harmonic, which is always diverent?
well I know a multiple of 4 is not going to change the function as n ---> infinity
TheDream. You are correct with the 1/n and harmonic
Ok is that all you had to do for the problem?
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thank you. yes. I didnt see the harmonic til you posted that
No problem
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