
Key Features of Exponential Functions
Presentation
•
Mathematics
•
11th Grade
•
Practice Problem
•
Medium
Standards-aligned
Kevin Doan
Used 5+ times
FREE Resource
1 Slide • 10 Questions
1
Replace this with a sub-header that can be in multiple lines.
2
Multiple Choice
Fill in the blank for each graph using the terms in the word bank.
Exponential Decay
y=abx and 0<b<1
Exponential function: _____________
f(x)=0.5(0.5)x
y≥ 0
x→−∞, y→∞
3
Multiple Choice
Fill in the blank for each graph using the terms in the word bank.
Exponential Decay
y=abx and 0<b<1
a = 0.5, b = ________
1.25
0.5
x→−∞, y→∞
4
Multiple Choice
Fill in the blank for each graph using the terms in the word bank.
Exponential Decay
y=abx and 0<b<1
Asymptote: ______________
x-axis
0.5
x→−∞, y→∞
5
Multiple Select
Fill in the blank for each graph using the terms in the word bank.
Exponential Decay
y=abx and 0<b<1
End Behavior: ______________
x→∞, y→0
y≥0
x→−∞, y→∞
6
Multiple Choice
Fill in the blank for each graph using the terms in the word bank.
Exponential Decay
Decay factor: ______________
0.5
1.5
f(x)=0.5(0.5)x
7
Multiple Choice
Fill in the blank for each graph using the terms in the word bank.
Exponential Decay
y-intercept: ______________
0.5
1.5
y-axis
8
Multiple Choice
Fill in the blank for each graph using the terms in the word bank below. Terms can be used multiple times.
Exponential Growth
y=abx and _____
y ≥ 0
b > 1
0.5
x-axis
9
Multiple Choice
Fill in the blank for each graph using the terms in the word bank below. Terms can be used multiple times.
Exponential Growth
Exponential function:
a = 0.5 , b =_____
0.5
1.25
y ≥ 0
g(x)=0.5(1.25)x
10
Multiple Choice
Fill in the blank for each graph using the terms in the word bank below. Terms can be used multiple times.
Exponential Growth
Range: ______
0.5
1.25
y ≥ 0
y-axis
11
Multiple Choice
Fill in the blank for each graph using the terms in the word bank below. Terms can be used multiple times.
Exponential Growth
y-intercept:: ______
0.5
1.2
y ≥ 0
y-axis
Replace this with a sub-header that can be in multiple lines.
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