a) h(x)= f(x)+c b) h(x)= f(x)-c c) h(c) =f(x+c) d) h(c) = f(x-c) i) A horizontal shift of f, c units to the right ii) A Vertical shift of f, c units down iii) A horizontal shift of f, c units to the left iv) A vertical shift of f,c units up
a) h(x)= f(x)+c b) h(x)= f(x)-c c) h(c) =f(x+c) d) h(c) = f(x-c) i) A horizontal shift of f, c units to the right ii) A Vertical shift of f, c units down iii) A horizontal shift of f, c units to the left iv) A vertical shift of f,c units up
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 22E
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a) h(x)= f(x)+c b) h(x)= f(x)-c c) h(c) =f(x+c) d) h(c) = f(x-c) i) A horizontal shift of f, c units to the right ii) A Vertical shift of f, c units down iii) A horizontal shift of f, c units to the left iv) A vertical shift of f,c units up
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