3. We define the floor function [[x]] to be the greatest integer not exceeding a . For example, [4]] = 4, [[2.37]] = 2, [[-1]] = -1, [[–1.2]] = -2. Sketch by hand the graph of y = [[x]] by first tabulating the values of [[x]] for several numbers x. Then compare your graph with the plot form the grapher. What are the discontinuities of f (x) = [[a]] where the domain of x is -2.3
3. We define the floor function [[x]] to be the greatest integer not exceeding a . For example, [4]] = 4, [[2.37]] = 2, [[-1]] = -1, [[–1.2]] = -2. Sketch by hand the graph of y = [[x]] by first tabulating the values of [[x]] for several numbers x. Then compare your graph with the plot form the grapher. What are the discontinuities of f (x) = [[a]] where the domain of x is -2.3
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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how would i start this question as in what do i need to do
![3. We define the floor function [[x]] to be the greatest integer not exceeding a
. For example, [4]] = 4, [[2.37]] = 2, [[-1]] = -1, [[–1.2]] = -2. Sketch by
hand the graph of y = [[x]] by first tabulating the values of [[x]] for several
numbers x. Then compare your graph with the plot form the grapher.
What are the discontinuities of f (x) = [[a]] where the domain of x is
-2.3 <x < 1.5? Are these removable discontinuities? At the numbers x
where f(x) is not continuous, is f(x) continuous from the right? Is f(x)
continuous from the left?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F58747d92-d61f-44b1-93a9-50f4b39b956c%2F95242206-3924-4363-a588-10fb2277a24e%2Fkoivzyp_processed.png&w=3840&q=75)
Transcribed Image Text:3. We define the floor function [[x]] to be the greatest integer not exceeding a
. For example, [4]] = 4, [[2.37]] = 2, [[-1]] = -1, [[–1.2]] = -2. Sketch by
hand the graph of y = [[x]] by first tabulating the values of [[x]] for several
numbers x. Then compare your graph with the plot form the grapher.
What are the discontinuities of f (x) = [[a]] where the domain of x is
-2.3 <x < 1.5? Are these removable discontinuities? At the numbers x
where f(x) is not continuous, is f(x) continuous from the right? Is f(x)
continuous from the left?
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