Statement and Proof of the LIMIT Comparison Test

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Jesus Christ is NOT white. Jesus Christ CANNOT be white, it is a matter of biblical evidence. Jesus said don't image worship. Beyond this, images of white Jesus are not just blasphemous and criminal, white Jesus is from Satan ( the imposter.) Why? Let's look at what Satan does:
1) He is incredibly narcissistic and promotes himself shamelessly.
2) He misleads and confuses.
3) He pushes people away from Jesus Christ God, the Holy Trinity, the one and only messiah. White Jesus does all three of the above and more -- matching the ways of Satan.

Statues of Christ are equally offensive to God the Christ. While money is the biggest idol, Jesus spoke sufficiently against carved images.
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You can also find me on Tik Tok @reuslovesmath and @polarpiny

You can also find me on Tik Tok @reuslovesmath and @polarpiny

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This is totally incorrect. The comparison test says nothing about divergence of two series. What you need to show is that the case of one series converging and the other diverging is not possible if the limit of the ratio of the two sequences is a finite positive number, hence they must either both converge, or both diverge.
First establish that the series Summa(an/bn) = infinity (diverges), and then the relationships Summa(an) < Summa(an/bn) < Summa(bn), and Summa(bn) < Summa(an/bn) <Summa(an) are not possible, hence it must be either Summa(an) < Summa(bn) < Summa(an/bn) and so both converge, or Summa(an/bn) < Summa(an) < Summa(bn), so they both diverge.

NorceCodine