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Using the graph below, complete the transformations. h (z) = (- 1)2 + 2 1. The graph is !than the parent function. 2. The vertex is horizontally shifted units to the 3. The vertex is vertically shifted units 4. The vertex is located at :: narrower :: wider :: -1 :: 1 : right : left : 2 : -2 : up : (1, 2) :: down :: (-1 : (1, -2) :: (-1, -2)

Using the graph below, complete the transformations. h (z) = (- 1)2 + 2 1. The graph is !than the parent function. 2. The vertex is horizontally shifted units to the 3. The vertex is vertically shifted units 4. The vertex is located at :: narrower :: wider :: -1 :: 1 : right : left : 2 : -2 : up : (1, 2) :: down :: (-1 : (1, -2) :: (-1, -2)

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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Using the graph below, complete the transformations.
Using the graph below, complete the transformations. h(x) = (- 1)2 +2 1. The graph is !than the parent function. 2. The vertex is horizontally shifted units to the 3. The vertex is vertically shifted! units 4. The vertex is located at :: narrower :: wider :: -1 :: 1 :: right :: left : up : (1, 2) :-2 :: down : (-1, 2) :: (1, -2) :: (-1, -2) 1 English Support | Schoology Blog | PRIVACY POLICY I Terms of Use
Transcribed Image Text:Using the graph below, complete the transformations. h(x) = (- 1)2 +2 1. The graph is !than the parent function. 2. The vertex is horizontally shifted units to the 3. The vertex is vertically shifted! units 4. The vertex is located at :: narrower :: wider :: -1 :: 1 :: right :: left : up : (1, 2) :-2 :: down : (-1, 2) :: (1, -2) :: (-1, -2) 1 English Support | Schoology Blog | PRIVACY POLICY I Terms of Use
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