9. For f(x) = sin(2x+)+2: (a) Complete a table of values for the "key" points. (c) Write a mapping formula. (e) Sketch the new graph. Be sure to fill the grid with as many cycles as will fit. (b) & (c) (b) Sketch the starting function. (d) Determine the translated "key" points.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 43E
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9)
9. For f(x) = sin(2x+1)+2:
(a) Complete a table of values for the "key" points.
(c) Write a mapping formula.
(e) Sketch the new graph. Be sure to fill the grid with as many cycles as will fit.
(b) & (e)
(a)
(d)
x
0
Л
2
л
3л
2
2 л
(c) (x,y) →
f(x) = sin x
X
f(x)
(b) Sketch the starting function.
(d) Determine the translated "key" points.
x axis scale: 1 square=
元|4
Transcribed Image Text:9. For f(x) = sin(2x+1)+2: (a) Complete a table of values for the "key" points. (c) Write a mapping formula. (e) Sketch the new graph. Be sure to fill the grid with as many cycles as will fit. (b) & (e) (a) (d) x 0 Л 2 л 3л 2 2 л (c) (x,y) → f(x) = sin x X f(x) (b) Sketch the starting function. (d) Determine the translated "key" points. x axis scale: 1 square= 元|4
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d and e please and thank you

 

9. For f(x)=sin(2x+1)+2:
(a) Complete a table of values for the "key" points.
(c) Write a mapping formula.
(e) Sketch the new graph. Be sure to fill the grid with as many cycles as will fit.
(b) & (c)
(a)
(d)
x
0
2
A
3
2
2x
(c) (x,y) →
f(x) = sin x
X
f(x)
(b) Sketch the starting function.
(d) Determine the translated "key" points.
x axis scale: 1 square -
л
Transcribed Image Text:9. For f(x)=sin(2x+1)+2: (a) Complete a table of values for the "key" points. (c) Write a mapping formula. (e) Sketch the new graph. Be sure to fill the grid with as many cycles as will fit. (b) & (c) (a) (d) x 0 2 A 3 2 2x (c) (x,y) → f(x) = sin x X f(x) (b) Sketch the starting function. (d) Determine the translated "key" points. x axis scale: 1 square - л
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