

Concept of a Function
Presentation
•
Mathematics
•
9th - 12th Grade
•
Hard
Joseph Anderson
FREE Resource
9 Slides • 18 Questions
1
LT #9: Functions
Study and Review
2
3
Open Ended
Function Q gives a puppy's weight in pounds as a function of its age in months.
What does Q(18) represent in this situation?
4
Open Ended
Function Q gives a puppy's weight in pounds as a function of its age in months.
What does Q(30)=27.5 represent in this situation?
5
Open Ended
Function Q gives a puppy's weight in pounds as a function of its age in months.
Use function notation to represent this statement:
When the puppy turned 12 months old, it weighed 19.6 pounds.
6
Open Ended
Function Q gives a puppy's weight in pounds as a function of its age in months.
Use function notation to represent this statement:
When the puppy was m months old, it weighed w pounds.
7
8
Multiple Choice
Select the true inequality.
R(2)>D(2)
R(2)<D(2)
R(2)=D(2)
9
Multiple Choice
What was the height of the drone when the toy rocket hit the ground?
25 feet
20 feet
0 feet
45 feet
10
Open Ended
For what value of t is R(t)=D(t) true? What does this tell you about the drone and the toy rocket?
11
12
Multiple Choice
What is the highest point the squirrel reaches?
16 feet
10 feet
14 feet
30 feet
13
Open Ended
What is the y-intercept of the graph? What does it tell you about the squirrel?
14
Open Ended
What is the x-intercept of the graph? What does it tell you about the squirrel?
15
16
17
Open Ended
What is the average rate of change of the population between 1930 and 1950?
18
Open Ended
What is the average rate of change of the population between 1950 and 1980?
19
20
21
Open Ended
Describe the domain of the function.
22
Open Ended
Describe the range of the function.
23
Open Ended
Does W(t)=0 have a solution? Explain how you know.
24
25
Multiple Choice
Here is a graph that represents a function. Which equation represents the function?
f(x)=∣x+9∣−3
f(x)=∣x+9∣+3
f(x)=∣x−9∣+3
f(x)=∣x−9∣−3
26
Multiple Choice
A
B
C
D
27
Multiple Choice
f(x) = I x + 2 I
f(x) = I x I + 2
f(x) = I x I - 2
f(x) = I x - 2 I
LT #9: Functions
Study and Review
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