D Question 2 Let (an) be the sequence from the previous question. To show by induction that an 2" +3 for all natura n, the induction assumption is O ak = 2ar-1-3 for some natural k > 1. O az = 2* + 3 and az = 2ak-1 - 3 for some naturalk> 1. O ar = 2* + 3 for some natural k> 1.
D Question 2 Let (an) be the sequence from the previous question. To show by induction that an 2" +3 for all natura n, the induction assumption is O ak = 2ar-1-3 for some natural k > 1. O az = 2* + 3 and az = 2ak-1 - 3 for some naturalk> 1. O ar = 2* + 3 for some natural k> 1.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Q2

Transcribed Image Text:Question 2
Let (an) be the sequence from the previous question. To show by induction that a, 2" +3 for all natural
n, the induction assumption is
O ak = 2ak-1-3 for some natural k > 1.
O ar = 2* + 3 and a = 2ak-1
3 for some natural k > 1.
O ar = 2* +3 for some natural k > 1.
100%
6°C F
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