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MM AP PRECAL - 1.1

MM AP PRECAL - 1.1

Assessment

Presentation

Mathematics

9th - 12th Grade

Practice Problem

Hard

CCSS
HSF.IF.A.2, 8.F.A.1, RI. 9-10.7

+7

Standards-aligned

Created by

David Granda

FREE Resource

6 Slides • 9 Questions

1

​1.1 Functions and Function Notation

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2

Read the Scenario

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3

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4

Match

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Which is the input

which is the output

Input

Output

Possible

Function Name

Age (years)

Max Heart Rate

(bpm)

h(x)h\left(x\right)

or

f(x)f\left(x\right)

5

Open Ended

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1a. Describe the relationship between age and maximum heart rate.

(use a full sentence to describe the behavior)

6

Open Ended

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b. Predict the maximum heart rate of a 35-year-old. Explain your method.

(base your answer from the table)

7

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Compare your
answers.
Do they agree with your response?

8

Poll

  • Is it better to read the book first, or watch the movie adaptation? 📚

Book First

Movie First

Book Only

Movie Only

9

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10

Multiple Choice

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Use the graph to answer the question

2a. What is the maximum heart rate of a 60-year-old?

1

160 BPM

2

160 Years

3

100 BPM

4

80 Years

5

Cannot be determined

11

Multiple Choice

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2a. What is the maximum heart rate of a 60-year-old?

If the heart rate is 160 BPM,

what's the proper notation to express this fact?

1

f(60)=160f\left(60\right)=160

2

f(160)=60f\left(160\right)=60

3

f(x)=160f\left(x\right)=160

12

Multiple Choice

Question image

Use the graph to answer the question

2b. What age would you predict for someone who has a maximum heart rate of 200 bpm?

1

0 years old

2

10 years old

3

20 years old

4

30 years old

5

you need the equation

to figure that out.

13

Math Response

Use the graph to answer the question

2c. Write an equation that that can be used to determine the maximum heart rate of someone who is 𝑥 years old.

Find the slope and y-intercept (f(x)=mx+b)

f(x)= ____________________

Type answer here
Deg°
Rad

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​How far off were your answers?

15

Open Ended

2d. What do you think are reasonable values for x in your equation? Explain.

Think about the age of a human, what are ages that are impossible.

Can you come up with a realistic range for a human's age (max and min)?

​1.1 Functions and Function Notation

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