Write the first five terms of p_j= j/(j+1) and then prove p_j converges to 1.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 60E
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HW7: Write the first five terms of p_j= j/(j+1) and then prove p_j converges to 1. Be sure to explicitly write the formula for N depending on epsilon in the first line.

 

note: please solve HW7 which is at the end of the attached picture 

Solution to HW6:
Prove: Pj-j-→p=0 H Take notes parese t try
show: V E> o INg E IR s.t. Uj3 Ng 1
Proof Stucture
OGiven any
For any jz Ng
E>O Choose N; |
we have
( 2) acb an d c={>G
y accbc
acb andaéb
final
by Jetn'of abeolute
valas
HW7: Write the first five terms of p_j= j/(j+1) and then prove p_j converges to 1. Be sure
to explicitly write the formula for N depending on epsilon in the first line.
Transcribed Image Text:Solution to HW6: Prove: Pj-j-→p=0 H Take notes parese t try show: V E> o INg E IR s.t. Uj3 Ng 1 Proof Stucture OGiven any For any jz Ng E>O Choose N; | we have ( 2) acb an d c={>G y accbc acb andaéb final by Jetn'of abeolute valas HW7: Write the first five terms of p_j= j/(j+1) and then prove p_j converges to 1. Be sure to explicitly write the formula for N depending on epsilon in the first line.
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