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dentify the domain and the range of the relation from the graph. The domain is {x} (Type your answer in set notation.) The range is y (Type your answer in set notation.) ... -B -6- -4 -2 (-1 16- 4 2) 2- 4 (21) -6-(2,-5) -8-

dentify the domain and the range of the relation from the graph. The domain is {x} (Type your answer in set notation.) The range is y (Type your answer in set notation.) ... -B -6- -4 -2 (-1 16- 4 2) 2- 4 (21) -6-(2,-5) -8-

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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**Identify the Domain and the Range of the Relation from the Graph** **Instructions:** You are required to identify the domain and range of the relation depicted in the graph. Please provide your answers in set notation. **The Domain is** \(\{x | \underline{\ \ }\}\). (Type your answer in set notation.) **The Range is** \(\{y | \underline{\ \ }\}\). (Type your answer in set notation.) **Graph Description:** There is a coordinate plane with a circle centered at the point (2, -2) and passing through the points (-1, -2), (5, -2), (2, 1), and (2, -5). - The graph is marked with grid lines and labeled with x and y axes. - Key points on the circle include: - At the top, point (2,1). - On the left, point (-1,-2). - On the right, point (5,-2). - At the bottom, point (2,-5). These indicate the extent of the circle in both the x and y directions, which you can use to determine the domain and range.
Transcribed Image Text:**Identify the Domain and the Range of the Relation from the Graph** **Instructions:** You are required to identify the domain and range of the relation depicted in the graph. Please provide your answers in set notation. **The Domain is** \(\{x | \underline{\ \ }\}\). (Type your answer in set notation.) **The Range is** \(\{y | \underline{\ \ }\}\). (Type your answer in set notation.) **Graph Description:** There is a coordinate plane with a circle centered at the point (2, -2) and passing through the points (-1, -2), (5, -2), (2, 1), and (2, -5). - The graph is marked with grid lines and labeled with x and y axes. - Key points on the circle include: - At the top, point (2,1). - On the left, point (-1,-2). - On the right, point (5,-2). - At the bottom, point (2,-5). These indicate the extent of the circle in both the x and y directions, which you can use to determine the domain and range.
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