Section 5.2/5.3 1. Suppose that a0, a1, a2,... is a sequence defined as follows: a0=2 = ak 3ak-1+2 for each integer k≥1. Use mathematical induction to prove the explicit formula is an =3 =3n+1-1 for n≥0.

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter9: Sequences, Probability And Counting Theory
Section9.1: Sequences And Their Notations
Problem 67SE: Consider the sequence defined by an=68n. Is an=421 a term in the sequence? Verify the result.
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Section 5.2/5.3
1. Suppose that a0, a1, a2,... is a sequence defined as follows:
a0=2
=
ak 3ak-1+2 for each integer k≥1.
Use mathematical induction to prove the explicit formula is an =3
=3n+1-1 for n≥0.
Transcribed Image Text:Section 5.2/5.3 1. Suppose that a0, a1, a2,... is a sequence defined as follows: a0=2 = ak 3ak-1+2 for each integer k≥1. Use mathematical induction to prove the explicit formula is an =3 =3n+1-1 for n≥0.
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