# Student Solutions Manual Part 2 for University Calculus (1st Edition) View more editions 91% (103 ratings) for Chapter 2.2Solutions for Chapter 2.2

• 7592 step-by-step solutions
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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
The text passage appears to be a sample solution from a student solutions manual for a university calculus textbook. It provides step-by-step solutions for finding limits of a function g(x) based on its graph.
multiple_questions_with_answers

the passage contains multiple mathematical questions (finding different limits of the function g(x)) and provides answers to each of these questions.
Given a text passage, determine:
    1. If it contains a mathematical question (including word problems or calculations)
    2. If an answer to that mathematical question is provided in the text

First, describe the content structure you found in 1-2 sentences.

Then provide your analysis in the following format:
TYPE: <one of the following values>
- NO_QUESTION
- SINGLE_QUESTION
- SINGLE_QUESTION_WITH_ANSWER
- MULTIPLE_QUESTIONS
- MULTIPLE_QUESTIONS_WITH_ANSWERS
system
# Student Solutions Manual Part 2 for University Calculus (1st Edition) View more editions 91% (103 ratings) for Chapter 2.2Solutions for Chapter 2.2

• 7592 step-by-step solutions
• Solved by professors & experts
• iOS, Android, & web
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
user
The text passage appears to be a sample solution from a student solutions manual for a university calculus textbook. It provides step-by-step solutions for finding limits of a function g(x) based on its graph.

TYPE: MULTIPLE_QUESTIONS_WITH_ANSWERS

The passage contains multiple mathematical questions (finding different limits of the function g(x)) and provides answers to each of these questions.