f) Determine the equation of the inverse y = f-'(x). Is the inverse a function? Graph the inverse function. And stat the domain and range. [6T]

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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The writing on paper is what I have written down so far for my assignment. I am just stuck on this last question and do not know how to solve. Can anybody please help me with the information I have given and please answer the question?

2) a) let f(a) =x?
b) The transformed function is y= af [K(x-d)+C
a = 2 k= Z C= 3.5 d = 1
%3D
The trans formed finction is! y= 2f[Ź(*-1)+3,5
%3D
g(x)= 2[#(x-)]?+3.5
%3D
C).The function is shifted 1 unit to the right.
The function is then stretch ed horizontally by a
factor of Ź.
• The function TB Compressed vertically by a factor of
2.
• The function Is the Shifted up by 3.5 units.
107
key points:
Parent Function/Transfomed Funct
Touches x-axis No Roots
at x=0
Y-intercept is Y-intercept is
4=4
No asymptotes No asymptotes.
Axis of symmetrylxis of Symmetry
is X=0
IS X=1
8.
trans for med
, Blue (uve denutes trans for Mecd
function.
Red Curve denotes paent function,
6.
Transcribed Image Text:2) a) let f(a) =x? b) The transformed function is y= af [K(x-d)+C a = 2 k= Z C= 3.5 d = 1 %3D The trans formed finction is! y= 2f[Ź(*-1)+3,5 %3D g(x)= 2[#(x-)]?+3.5 %3D C).The function is shifted 1 unit to the right. The function is then stretch ed horizontally by a factor of Ź. • The function TB Compressed vertically by a factor of 2. • The function Is the Shifted up by 3.5 units. 107 key points: Parent Function/Transfomed Funct Touches x-axis No Roots at x=0 Y-intercept is Y-intercept is 4=4 No asymptotes No asymptotes. Axis of symmetrylxis of Symmetry is X=0 IS X=1 8. trans for med , Blue (uve denutes trans for Mecd function. Red Curve denotes paent function, 6.
f) Determine the equation of the inverse y = f-1(x). Is the inverse a function? Graph the inverse function. And state
the domain and range. [6T]
Transcribed Image Text:f) Determine the equation of the inverse y = f-1(x). Is the inverse a function? Graph the inverse function. And state the domain and range. [6T]
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