Let (a_n)be the sequence defined by the recursive relation a_n=na_(n−1), with initial term a0=1. Use iteration to find a closed formula for the sequence. Simplify your answer whenever possible.
Let (a_n)be the sequence defined by the recursive relation a_n=na_(n−1), with initial term a0=1. Use iteration to find a closed formula for the sequence. Simplify your answer whenever possible.
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.
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Let (a_n)be the sequence defined by the recursive relation a_n=na_(n−1), with initial term a0=1.
Use iteration to find a closed formula for the sequence. Simplify your answer whenever possible.
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