anonymous
  • anonymous
what does it mean in calculus when functions converge, converge conditionally, or converge absolutely?
Mathematics
  • Stacey Warren - Expert brainly.com
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jamiebookeater
  • jamiebookeater
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anonymous
  • anonymous
You must mean when alternating series converge.
anonymous
  • anonymous
So for alternating series, is that when the function converges conditionally or absolutely? And how do you know?
anonymous
  • anonymous
you first check for absolute convergence if it is not absolutely convergent you the use leibnitz rule for alternating series and see if it converges conditionally

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anonymous
  • anonymous
Oh...i see...that makes sense. Thanks! Also, when using the Direct Comparison Test, can you only use it when it involves geometric series?
anonymous
  • anonymous
no - but if you think it will converge you must compare it to a larger function that you know converges
anonymous
  • anonymous
the limit comparison test is easier to use
anonymous
  • anonymous
oh okay, thank you very much for your help! :)
anonymous
  • anonymous
on paper
anonymous
  • anonymous
how can i show my work 1.4 divide by 1.2
Preetha
  • Preetha
Good job twhiteelsu!

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