My Math Forum  

Go Back   My Math Forum > College Math Forum > Calculus

Calculus Calculus Math Forum

LinkBack Thread Tools Display Modes
February 4th, 2011, 05:19 AM   #1
Joined: Feb 2011

Posts: 58
Thanks: 0

Analysis question

suppose that f : (a,b)\{c} ----> real numbers is a function such that

lim (x--->c+) {f(x)} and lim (x--->c-) {f(x)} both exist and are equal to a common value l.

how can we actually prove that lim (x--->c) {f(x)} exists and that it equals l?
maximus101 is offline  

  My Math Forum > College Math Forum > Calculus

analysis, question

Thread Tools
Display Modes

Similar Threads
Thread Thread Starter Forum Replies Last Post
2 Mathematical Analysis question u235 Calculus 1 December 9th, 2012 01:03 PM
Analysis question no.2 maximus101 Calculus 0 February 4th, 2011 05:48 AM
Help on an Analysis Question seams192 Real Analysis 5 May 13th, 2010 09:03 AM
Analysis question.....looks easy MinGophers Real Analysis 1 November 23rd, 2009 05:23 AM
Analysis Question Help airline Calculus 1 September 12th, 2009 10:39 AM

Copyright © 2018 My Math Forum. All rights reserved.