5) Consider the infinite sequence defined as follows: B1 = 4 and, for each integer n> 1, B, = 3( Bn-1)-2. [That is, for each integer n> 1, B, equals 3 times the term with index n-1, minus 2.] Find the numerical value of Bs (i.e., the term with index 5). Show your work!
5) Consider the infinite sequence defined as follows: B1 = 4 and, for each integer n> 1, B, = 3( Bn-1)-2. [That is, for each integer n> 1, B, equals 3 times the term with index n-1, minus 2.] Find the numerical value of Bs (i.e., the term with index 5). Show your work!
Chapter8: Sequences, Series,and Probability
Section: Chapter Questions
Problem 5T: The second term of a geometric sequence is 14, and the sixth term is 224. Find the nth term. (Assume...
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