emergency plsss what is the rank of using series theorems

boroborox

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so guys which one is used first which one second which one is third.....for example:1/n^(3/4) if i solve this by using p theorem it is diverges but if i use limit comparasion test it is converges
 
so guys which one is used first which one second which one is third.....for example:1/n^(3/4) if i solve this by using p theorem it is diverges but if i use limit comparasion test it is converges
What did you compare it with? (You seem to be under the impression that one theorem may say a series converges and another that it diverges so you have to be careful which test you use. That is not true- either a series converges or it diverges. If a series converges then any test must show that it converges or give no result.)
 
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so guys which one is used first which one second which one is third.....for example:1/n^(3/4) if i solve this by using p theorem it is diverges but if i use limit compassion test it is converges

You need to do it again. Using the compassion test it diverges.

Show your work so that we can see your mistake.
 
You need to do it again. Using the compassion test it diverges.

Show your work so that we can see your mistake.

ok brother thank u so much i saw my mistake....in my question result of limit comparasion test is 0 and i supposed that it means converges but it means it does not definite converges or diverges
 
What did you compare it with? (You seem to be under the impression that one theorem may say a series converges and another that it diverges so you have to be careful which test you use. That is not true- either a series converges or it diverges. If a series converges then any test must show that it converges or give no result.)
thank u brother i got it
 
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