The graph of an exponential function is shown below as a solid blue curve and its asymptote is drawn as a red dotted line. 1 Use this graph to find the equation of the plotted exponential function, or f (x), with base b = 2 20수 y 15 合 10 5. |(2, 4.5) (3, 4) -25 -20 -15 -10 -5 5 10 15 20 -5- -10- -15- powered by desmos -20 Note that reflections and shifts (but not stretches or compressions) have been performed on the basic exponential function y = to obtain the blue curve. The coordinates of two points on f(x) have been provided to assist your analysis. The coordinates of the black point are the result of transformations on the point (0, 1) of the basic exponential function. You may also click on any other point on the function to find its coordinates. 25

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 6DE
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The graph of an exponential function is shown below as a solid blue curve and its asymptote is drawn as a red dotted line.
1
Use this graph to find the equation of the plotted exponential function, or f (x), with base b =
2
-20수
15-
合
10-
y=5
(2,4.5)
3. 4)
-25
-20
-15
-10
-5
10
15
20
-5-
--10-
-15-
pbwered by
desmos
-20어
Note that reflections and shifts (but not stretches or compressions) have been performed on the basic exponential function
y =
to obtain the blue curve. The coordinates of two points on f(x) have been provided to assist your analysis. The
coordinates of the black point are the result of transformations on the point (0, 1) of the basic exponential function. You
may also click on any other point on the function to find its coordinates.
25
LO
Transcribed Image Text:The graph of an exponential function is shown below as a solid blue curve and its asymptote is drawn as a red dotted line. 1 Use this graph to find the equation of the plotted exponential function, or f (x), with base b = 2 -20수 15- 合 10- y=5 (2,4.5) 3. 4) -25 -20 -15 -10 -5 10 15 20 -5- --10- -15- pbwered by desmos -20어 Note that reflections and shifts (but not stretches or compressions) have been performed on the basic exponential function y = to obtain the blue curve. The coordinates of two points on f(x) have been provided to assist your analysis. The coordinates of the black point are the result of transformations on the point (0, 1) of the basic exponential function. You may also click on any other point on the function to find its coordinates. 25 LO
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