x 1. Function: f (x) = 1 (fill in [ ] a number≥ 3) undergoes four transformations. The equation of the transformed function is: 9(x) = a[k (x-d)]]+c == Fill in [] a value for each parameter a, k, d, c. Write the equation of your function and describe the transformations: (9 K) Transformed function equation: a= [ ] Paramelos k=[] d=[]. C=[]. 2 3 (f(x)=2-(3(x-1))+4) Graph the transformed function. Include four points on your transformation table using mapping notation. Mapping Table (0; 0) (-3,4) (0.6) (2,3) (38) (3,3) (6,10) ° 10 B
x 1. Function: f (x) = 1 (fill in [ ] a number≥ 3) undergoes four transformations. The equation of the transformed function is: 9(x) = a[k (x-d)]]+c == Fill in [] a value for each parameter a, k, d, c. Write the equation of your function and describe the transformations: (9 K) Transformed function equation: a= [ ] Paramelos k=[] d=[]. C=[]. 2 3 (f(x)=2-(3(x-1))+4) Graph the transformed function. Include four points on your transformation table using mapping notation. Mapping Table (0; 0) (-3,4) (0.6) (2,3) (38) (3,3) (6,10) ° 10 B
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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1. Function: f (x) = 1 (fill in [ ] a number≥ 3) undergoes four transformations. The
equation of the transformed function is: 9(x) = a[k (x-d)]]+c
==
Fill in [] a value for each parameter a, k, d, c. Write the equation of your function and
describe the transformations: (9 K)
Transformed function equation:
a= [ ]
Paramelos k=[]
d=[].
C=[].
2
3
(f(x)=2-(3(x-1))+4)
Graph the transformed function. Include four points on your transformation table using
mapping notation.
Mapping Table
(0; 0) (-3,4)
(0.6)
(2,3) (38)
(3,3) (6,10)
°
10
B](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F44d0c446-5486-434f-90d9-ca53d53c6fd9%2Ff6d7e8bf-0e5e-4c73-bc8c-31343987ce66%2Fms1rjol_processed.jpeg&w=3840&q=75)
Transcribed Image Text:x
1. Function: f (x) = 1 (fill in [ ] a number≥ 3) undergoes four transformations. The
equation of the transformed function is: 9(x) = a[k (x-d)]]+c
==
Fill in [] a value for each parameter a, k, d, c. Write the equation of your function and
describe the transformations: (9 K)
Transformed function equation:
a= [ ]
Paramelos k=[]
d=[].
C=[].
2
3
(f(x)=2-(3(x-1))+4)
Graph the transformed function. Include four points on your transformation table using
mapping notation.
Mapping Table
(0; 0) (-3,4)
(0.6)
(2,3) (38)
(3,3) (6,10)
°
10
B
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