Chapter 1: Q. 73 (page 88)
Use calculator graphs to make approximations for each of the limits in Exercises 67–74.
Short Answer
The approximated value of the limit is by using the calculator graph.
The graph is

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Chapter 1: Q. 73 (page 88)
Use calculator graphs to make approximations for each of the limits in Exercises 67–74.
The approximated value of the limit is by using the calculator graph.
The graph is

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Use algebra to find the largest possible value of δ or smallest possible value of N that makes each implication true. Then verify and support your answers with labeled graphs.
State what it means for a function f to be left continuous at a point x = c, in terms of the delta–epsilon definition of limit.
Sketch a labeled graph of a function that satisfies the hypothesis of the Intermediate Value Theorem, and illustrate on your graph that the conclusion of the Intermediate Value Theorem follows.
In Exercises 39–44, use Theorem 1.16 and left and right limits to determine whether each function f is continuous at its break point(s). For each discontinuity of f, describe the type of discontinuity and any one-sided discontinuity.
Write delta-epsilon proofs for each of the limit statements in Exercises .
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