1 Let f(0)=cose, g(0)=3f(0) and 0 € [0, 2π]. On the interval, determine the new x & y-intercepts of the transformed function. a. The x-intercept is: (π, 0) The y-intercept is: (0, 3) b. The x-intercepts are: (π, 0), (3π, 0) The y-intercept is: (0, 3) X C. The x-intercepts are: , 0), (π, 0) The y-intercept is: (0, 3) d. Π The x-intercept is: (1, 0) The y-intercept is: (0, 3)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 44E
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Question
1
Let f(0)=cose, g(0)=3f(0) and 0 € [0, 2π]. On the interval, determine the new x & y-intercepts of the transformed
function.
a. The x-intercept is: (π, 0) The y-intercept is: (0, 3)
b. The x-intercepts are: (π, 0), (3π, 0) The y-intercept is: (0, 3)
X
C.
The x-intercepts are:
, 0), (π, 0) The y-intercept is: (0, 3)
d.
Π
The x-intercept is: (1, 0) The y-intercept is: (0, 3)
Transcribed Image Text:1 Let f(0)=cose, g(0)=3f(0) and 0 € [0, 2π]. On the interval, determine the new x & y-intercepts of the transformed function. a. The x-intercept is: (π, 0) The y-intercept is: (0, 3) b. The x-intercepts are: (π, 0), (3π, 0) The y-intercept is: (0, 3) X C. The x-intercepts are: , 0), (π, 0) The y-intercept is: (0, 3) d. Π The x-intercept is: (1, 0) The y-intercept is: (0, 3)
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