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in Unit 3. Given g(x)= 3+2, select all the statements that are true of g(x), knowing that it has been transformed compared to the base graph f(x) = g(x) and f(xfare the same g(x) has been shifted RIGHT by 3 units, compared to f (x) g(x) has been shifted LEFT by 3 units, compared to f(x) g(x) has been shifted UP by 2 units, compared to f (x) g(z) has been shifted DOWN by 2 units, compared to f (x) The vertical asymptote of g (a)has been shifted RIGHT by 3 units, compared to f (x) The vertical asymptotes of g (a) and f (x) are the same

in Unit 3. Given g(x)= 3+2, select all the statements that are true of g(x), knowing that it has been transformed compared to the base graph f(x) = g(x) and f(xfare the same g(x) has been shifted RIGHT by 3 units, compared to f (x) g(x) has been shifted LEFT by 3 units, compared to f(x) g(x) has been shifted UP by 2 units, compared to f (x) g(z) has been shifted DOWN by 2 units, compared to f (x) The vertical asymptote of g (a)has been shifted RIGHT by 3 units, compared to f (x) The vertical asymptotes of g (a) and f (x) are the same

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 36E
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ng Question 2 We studied transformations of functions in Unit 1, and we saw a bit about how that knowledge applies directly to rational functions here in Unit 3. Given g(x)=3+2, select all the statements that are true of g(x), knowing that it has been transformed compared to the base graph f(x) = g(x) and f (x fare the same g(x) has been shifted RIGHT by 3 units, compared to f (x) g(x) has been shifted LEFT by 3 units, compared to f (x) g(x) has been shifted UP by 2 units, compared to f(x) g(x) has been shifted DOWN by 2 units, compared to f(x) The vertical asymptote of g (a)has been shifted RIGHT by 3 units, compared to f (x) The vertical asymptotes of g (a) and f (x) are the same f
Transcribed Image Text:ng Question 2 We studied transformations of functions in Unit 1, and we saw a bit about how that knowledge applies directly to rational functions here in Unit 3. Given g(x)=3+2, select all the statements that are true of g(x), knowing that it has been transformed compared to the base graph f(x) = g(x) and f (x fare the same g(x) has been shifted RIGHT by 3 units, compared to f (x) g(x) has been shifted LEFT by 3 units, compared to f (x) g(x) has been shifted UP by 2 units, compared to f(x) g(x) has been shifted DOWN by 2 units, compared to f(x) The vertical asymptote of g (a)has been shifted RIGHT by 3 units, compared to f (x) The vertical asymptotes of g (a) and f (x) are the same f
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