Explain why you think the sequence converges to a finite number or (n+1)! diverges. If the sequence converges to a finite number, illustrate the problem solving process used to find that number, and clearly state that number in your conclusion.
Explain why you think the sequence converges to a finite number or (n+1)! diverges. If the sequence converges to a finite number, illustrate the problem solving process used to find that number, and clearly state that number in your conclusion.
Chapter8: Sequences, Series,and Probability
Section8.3: Geometric Sequences And Series
Problem 1ECP: Write the first four terms of the geometric sequence whose nth term is 6(2)n. Then find the common...
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Transcribed Image Text:Explain why you think the sequence
(n-1)!
converges to a finite number or
diverges. If the sequence converges to a finite number, illustrate the problem
solving process used to find that number, and clearly state that number in your
conclusion.
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BIUA 2 T²V :
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