Example: Sketch the graph of the following functions using the graph of y = 3* as the base.State the transformation(s) applied to the base function, the equation of theasymptote, and the domain and range.a) f(x) = 3× - 4b) f(x) = 3×-4c) f(x) =3*3 + 2shifles to Pe rhutu unitsShifted 3 chits toTe ker and D unily10of-FunctionTransformation(s) onEquation ofAsymptoteDomainRangethe Base Function{re R}{ye R, y)0}f(x) = 3*noney = 0f(x) = 3x - 4f(x) = 3×-4f(x) =3*+3 + 2

Introduction: A transformation alters a fundamental function by applying preset procedures to it.…

Example: Sketch the graph of the following functions using the graph of y = 3* as the base. %3D State the transformation(s) applied to the base function, the equation of the asymptote, and the domain and range. a) f(x) = 3x - 4 +2 b) f(x) = 3*-4 c) f(x) =3**3 + 2

Example: Sketch the graph of the following functions using the graph of y = 3* as the base. %3D State the transformation(s) applied to the base function, the equation of the asymptote, and the domain and range. a) f(x) = 3x - 4 +2 b) f(x) = 3*-4 c) f(x) =3**3 + 2

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section: Chapter Questions

Problem 1DE

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Question

Example: Sketch the graph of the following functions using the graph of y = 3* as the base.
State the transformation(s) applied to the base function, the equation of the
asymptote, and the domain and range.
a) f(x) = 3× - 4
b) f(x) = 3×-4
c) f(x) =3*3 + 2
shifles to Pe rhut
u units
Shifted 3 chits to
Te ker and D unily
10
of-
Function
Transformation(s) on
Equation of
Asymptote
Domain
Range
the Base Function
{re R}
{ye R, y)0}
f(x) = 3*
none
y = 0
f(x) = 3x - 4
f(x) = 3×-4
f(x) =3*+3 + 2

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