text: # Student Solutions Manual Part 2 for University Calculus (1st Edition) View more editions 91% (103 ratings) for Chapter 2.2Solutions for Chapter 2.2
  
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  Chapter: Problem:
  
  For the function g(x) graphed here, find the following limits or explain why they do not exist.
  
  Sample Solution
  Chapter: Problem:
  • Step 1 of 5
  
  Given the graph of is
  
  • Step 2 of 5
  
  (a)
  
  Now we find
  
  To find limit as of we have to find limit of from left side of 1 and right side of 1.
  
  From the graph as x approaches 1 from the right approaches to 0.
  
  Also as x approaches 1 from left approaches 1.
  
  • Step 3 of 5
  
  (b)
  
  Now we find
  
  From the graph as x approaches to 2 from the right approaches to 1.
  
  Also as x approaches to 2 from the let approaches to 1.
  
  Also as x approaches to 2 from the left approaches to 1.
  
  • Step 4 of 5
  
  (c)
  
  Now we find.
  
  From the as a approaches to 3 from left, approaches to 0.
  
  Similarly from the graph as a approaches to 3 from right than approaches to 0.
  
  Both are same.
  
  • Step 5 of 5
  
  (d)
  
  Now we find
  
  From the graph,
  
  Corresponding Textbook
  
  Student Solutions Manual Part 2 for University Calculus | 1st Edition
  9780321388506ISBN-13: 032138850XISBN: Authors:
  This is an alternate ISBN. View the primary ISBN for: University Calculus: Alternate 1st Edition Textbook Solutions