Sequences (analysis homework)

by Shackleford
Tags: analysis, homework, sequences
Shackleford is offline
Sep25-11, 02:51 PM
P: 1,537
I'm a little more confident on the first problem. I'm not sure about the second or third.

Actually, I think #2 is false. I could have a constant sequence of -1. Every term is less than epsilon which is positive. It doesn't converge to 0.
Phys.Org News Partner Science news on
Review: With Galaxy S5, Samsung proves less can be more
Making graphene in your kitchen
Study casts doubt on climate benefit of biofuels from corn residue

Register to reply

Related Discussions
Cauchy Sequences - Complex Analysis Calculus 2
Real Analysis (Sequences) Calculus & Beyond Homework 0
Analysis (convergent sequences) help! Calculus & Beyond Homework 1
calc analysis - monotone sequences Calculus & Beyond Homework 2
Analysis problem (sequences)--please help Introductory Physics Homework 1