(2) (2018A4(b)) Prove from the definition of a limit that the sequence (an) with 2n+1 converges to 3. an 3n+2
(2) (2018A4(b)) Prove from the definition of a limit that the sequence (an) with 2n+1 converges to 3. an 3n+2
Chapter9: Sequences, Probability And Counting Theory
Section9.3: Geometric Sequences
Problem 51SE: Use recursive formulas to give two examples of geometric sequences whose 3rd terms are 200.
Question
Transcribed Image Text:(2) (2018A4(b)) Prove from the definition of a limit that the sequence (an) with
2n+1 converges to 3.
an
3n+2
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