Answer: Prove Theorem 9.18. (Hint for Property 1: If the limit equals choose a real
Chapter 9, Problem 100(choose chapter or problem)
Prove Theorem 9.18. (Hint for Property 1: If the limit equals r < 1, choose a real number R such that r < R <1. By the definitions of the limit, there exists some N > 0 such that \(\sqrt[n]{\left|a_n\right|}\ <\ R\) for n > N.)
Text Transcription:
nth root |a_n| < R
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