Proof Given two infinite series and such that converges and diverges, prove that
Chapter 9, Problem 98(choose chapter or problem)
Proof Given two infinite series \(\Sigma a_{n}\) and \(\Sigma b_{n}\), such that \(\Sigma a_{n}\), converges and \(\Sigma b_{n}\), diverges, prove that \(\Sigma\left(a_{n}+b_{n}\right)\) diverges.
Text Transcription:
Sigma a_n
Sigma b_n
Sigma(a_n+b_n)
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