A sequence is defined recursively as follows: a0 = 2 and ak = 4ak−1 + 1 for all k ≥ 1. It is proposed that an expl
Posted: Thu Jun 30, 2022 7:41 pm
A sequence is defined recursively as follows:a0 = 2 and ak =4ak−1 + 1 for all k ≥1. It is proposed that an explicitformula for this sequence is:
an=7∙4n-13
Use mathematical induction to provethat this proposed formula is correct.
A sequence is defined recursively as follows: ao = 2 and ak= 4ak-1 + 1 for all k ≥ 1. It is proposed that an explicit formula for this sequence is: 7.4¹ 1 3 Use mathematical induction to prove that this proposed formula is correct. an = -
an=7∙4n-13
Use mathematical induction to provethat this proposed formula is correct.
- A Sequence Is Defined Recursively As Follows A0 2 And Ak 4ak 1 1 For All K 1 It Is Proposed That An Expl 1 (22.53 KiB) Viewed 57 times