I have to use induction to prove that for all nE N21 Li=1 (1+sin) My first thought is to price that this works when n-1, assume it is true, and then move on to n+1. exp(-1)-еxp (1). The problem is that sin). sin) becomes (1.1752011...)į but I am not sure 2i if that is larger than or equal to 1/20. I would like help on how to understand this part, and then also with the second step of induction please.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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I have to use induction to prove that for all n EN21
Li=1 (1+sin()
My first thought is to price that this works when n=1, assume it is true, and then move on to n+1.
exp(-1)-еxp (1)
(1.1752011..)į but I am not sure
The problem is that sin(i). sin) becomes
2i
if that is larger than or equal to 1/20. I would like help on how to understand this part, and then
also with the second step of induction please.
Transcribed Image Text:I have to use induction to prove that for all n EN21 Li=1 (1+sin() My first thought is to price that this works when n=1, assume it is true, and then move on to n+1. exp(-1)-еxp (1) (1.1752011..)į but I am not sure The problem is that sin(i). sin) becomes 2i if that is larger than or equal to 1/20. I would like help on how to understand this part, and then also with the second step of induction please.
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