Can someone explain to me how to perform series comparison test for convergence using an example of a convergent and a divergent. Can someone explain to me how to perform series comparison test for convergence using an example of a convergent and a divergent. @Mathematics
if i recall this, if you know a series that is greater in degree than the suspect series converges; then the suspect series converges
if you know a series of lesser degree diverges, then the suspect series diverges
i got no idea how to example that tho ;)
;) So if I have something that looks like \[1/4n^2\] I can compare it to \[1/n^2\] ?
you should be able to if you know how 1/4n^2 behaves ...
1/n^2 is greater than 1/4n^2 so if 1/n^2 converges than 1/4n^2 has to converge
1/n^2 diverges, and since its greater than 1/4n^2 that would not be adequate to know of 1/4n^2 converges or not
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