Math, asked by kannikajeyaram, 3 months ago

state comparison test​

Answers

Answered by nehabhosale454
0

Answer:

The Comparison Test,

If b[n] converges, and a[n]<=b[n] for all n, then a[n] also converges. If the sum of b[n] diverges, and a[n]>=b[n] for all n, then the sum of a[n] also diverges. The idea with this test is that if each term of one series is smaller than another, then the sum of that series must be smaller.

Answered by ItzAshleshaMane
6

Answer:

The Comparison Test

If b[n] converges, and a[n]<=b[n] for all n, then a[n] also converges. If the sum of b[n] diverges, and a[n]>=b[n] for all n, then the sum of a[n] also diverges. The idea with this test is that if each term of one series is smaller than another, then the sum of that series must be smaller.

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