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Part 1. Discuss the difference between the limit of the function as x approaches c and the value of the function at c. Give your own example of a function where the limit does exist at c but is undefined at c; and a function where the limit does not exist at c but is defined at c. Explanations should be in words and at this part, avoid the use of technical jargons and limit notation. Graphs are not required but you may use tables of values up to six (6) rows below the column headings. Limit your answer for part 1 in the first page of the article.

Part 1. Discuss the difference between the limit of the function as x approaches c and the value of the function at c. Give your own example of a function where the limit does exist at c but is undefined at c; and a function where the limit does not exist at c but is defined at c. Explanations should be in words and at this part, avoid the use of technical jargons and limit notation. Graphs are not required but you may use tables of values up to six (6) rows below the column headings. Limit your answer for part 1 in the first page of the article.

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Part 1. Discuss the difference between the limit of the function as x approaches c and the value of the function at c. Give your own example of a function where the limit does exist at c but is undefined at c; and a function where the limit does not exist at c but is defined at c. Explanations should be in words and at this part, avoid the use of technical jargons and limit notation. Graphs are not required but you may use tables of values up to six (6) rows below the column headings. Limit your answer for part 1 in the first page of the article.
Transcribed Image Text:Part 1. Discuss the difference between the limit of the function as x approaches c and the value of the function at c. Give your own example of a function where the limit does exist at c but is undefined at c; and a function where the limit does not exist at c but is defined at c. Explanations should be in words and at this part, avoid the use of technical jargons and limit notation. Graphs are not required but you may use tables of values up to six (6) rows below the column headings. Limit your answer for part 1 in the first page of the article.
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