Using your observations from the Desmos graph of f (x) = bª, match each observation with th applicable equation. b0 The function has a value of 0 b = 0 The function represents expol 0 < b < 1 The function has a value of 0 b=1 V The resulting points do not fo b> 1 The function represents expor [Select] The resulting points do not form a continuous function. The function represents exponential growth. The function is a horizontal line y=1. The function has a value of 0 for positive values of x only. The function represents exponential decay.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Question
~ f(x) = bx
b=1
-10
Transcribed Image Text:~ f(x) = bx b=1 -10
Using your observations from the Desmos graph of f (x) = bª, match each observation with th
applicable equation.
b<0 The function has a value of 0
b=0
The function represents expol
b=1
0 < b <1 The function has a value of 0
The resulting points do not fo
v
b> 1 The function represents expo
[Select]
The resulting points do not form a continuous function.
The function represents exponential growth.
The function is a horizontal line y=1.
The function has a value of 0 for positive values of x only.
The function represents exponential decay.
Question 2
Transcribed Image Text:Using your observations from the Desmos graph of f (x) = bª, match each observation with th applicable equation. b<0 The function has a value of 0 b=0 The function represents expol b=1 0 < b <1 The function has a value of 0 The resulting points do not fo v b> 1 The function represents expo [Select] The resulting points do not form a continuous function. The function represents exponential growth. The function is a horizontal line y=1. The function has a value of 0 for positive values of x only. The function represents exponential decay. Question 2
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