a. r) = s Is (x) -5" defined at any values of x? What is the minimum value of )? Can you determine the the maximum value of (x)? Domain Range

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.6: Quadratic Functions
Problem 57E
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ACIVITY TWO: Answer the quide questions to complete the table of domain and range of the following
exponential functions.
fx) = 5*
Is (x) = 5" defined at any values of x?
What is the minimum value of f (x)?
Can you determine the the maximum value of f(x)7?
a.
Domain
Range
Set Notation
Interval Notation
- ()"
b. f(x) =
Is f(x) - O defined at any values of x?
What is the minimum value of )?
Can you determine the maximum value of fx)?
%3!
main
Range
Set Notation
Interval Notation
Anything that increases or decreases rapidly is said to be exponential. You have lec
previous module that there are a lot of real-life situations involving such conditions. For instance.
growth, exponential decay, and compound interest. And these situations depict the so-called
functions.
ACTIVITY ONE: Spot the Similarity and Difference!
Below are three expressions. Observe them and spot their similarities and differences.
(b) y = 4*
(a) 3r-2 = 81
(c) 22 32
Questions:
1. What is the similarity of (a), (b), and (c)?
2. What is the similarity of (a) and (c)?
3. How do (a) and (c) differ from (b)?
4. How are (a) and (b) similar to each other?
5. How do (a) and (b) differ from (c)?
6. Can you recall which among them is an exponential function?
7. Which among the three is/are exponential expression/s?
Lhat thore gre other exponential expression
Transcribed Image Text:ACIVITY TWO: Answer the quide questions to complete the table of domain and range of the following exponential functions. fx) = 5* Is (x) = 5" defined at any values of x? What is the minimum value of f (x)? Can you determine the the maximum value of f(x)7? a. Domain Range Set Notation Interval Notation - ()" b. f(x) = Is f(x) - O defined at any values of x? What is the minimum value of )? Can you determine the maximum value of fx)? %3! main Range Set Notation Interval Notation Anything that increases or decreases rapidly is said to be exponential. You have lec previous module that there are a lot of real-life situations involving such conditions. For instance. growth, exponential decay, and compound interest. And these situations depict the so-called functions. ACTIVITY ONE: Spot the Similarity and Difference! Below are three expressions. Observe them and spot their similarities and differences. (b) y = 4* (a) 3r-2 = 81 (c) 22 32 Questions: 1. What is the similarity of (a), (b), and (c)? 2. What is the similarity of (a) and (c)? 3. How do (a) and (c) differ from (b)? 4. How are (a) and (b) similar to each other? 5. How do (a) and (b) differ from (c)? 6. Can you recall which among them is an exponential function? 7. Which among the three is/are exponential expression/s? Lhat thore gre other exponential expression
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