
Exponential Growth and Decay with Zombies!
Presentation
•
Mathematics
•
9th - 12th Grade
•
Practice Problem
•
Easy
+2
Standards-aligned
Austin Smith
Used 9+ times
FREE Resource
9 Slides • 12 Questions
1
2
The world is entering a major crisis. The Zombie Virus has begun to spread all throughout the world, and we need to track how fast it's spreading in two towns to see which one needs help first. If we can supply help fast enough, we can save the most amount of people possible
To show this, we'll be creating an equation, graph, and table to model the spread of the virus over time
3
There are 8,000 people in this town. 8 zombies enter the town, and the population of zombies increases by 150% per day.
Woses Pond
4
Multiple Choice
How much does the population of the zombies change per day in Woses Pond?
Increases by 100%
Increases by 50%
Decreases by 50%
Increases by 150%
5
Draw
Write the equation representing the growth of the zombies in Woses Pond.
6
There are 5,000 people in this town. 12 zombies enter the town, and the population of zombies increases by 125% per day.
Guardian
7
Multiple Choice
How does the population of the zombies change per day in Guardian?
Decreases by 75%
Increases by 125%
Increases by 75%
Decreases by 125%
8
Draw
Write the equation representing the growth of the zombies in Guardian.
9
There are 5,000 people in this town. 12 zombies enter the town, and the population of zombies increases by 125% per day.
Guardian
There are 8,000 people in this town. 8 zombies enter the town, and the population of zombies increases by 150% per day.
Woses Pond
10
Multiple Choice
Which town will have the most zombies after 7 days?
Woses Lake
Guardian
11
Open Ended
How many people will be left in Woses Pond after 7 days?
12
Open Ended
How many people will be left in Guardian after 7 days?
13
We have two separate teams to send out to help aid
The first team we can send quarantines the zombies and steadily eliminates them at a rate of 100 zombies per day until they are wiped out.
The second team we can send is more technology focused. The zombies will be quarantined and frozen. Every night, three quarters of the zombies are able to survive, reducing the total number of zombies by a quarter.
14
In order to eliminate the zombies as fast as possible we are only sending one team out to the town that needs it most.
Which town should receive aid from which team in order to eliminate the zombies the fastest?
(Show all your work on a separate sheet of paper)
15
Poll
Which town should each team aid?
First team - Woses Pond
Second team - Guardian
First team - Guardian
Second team - Woses Pond
16
Poll
Which town should receive the aid?
Woses Lake
Guardian
17
Open Ended
Which team should we send and why?
18
Why do you all think we are focusing on this today?
19
Open Ended
Why do you think exponential modeling is important?
20
How well do you think you understand modeling population growth exponentially?
21
Poll
On a scale from 0-4, 0 being "I don't understand this at all," and 4 being "I could do this without thinking," rate your own personal understanding of modeling population growth with exponential equations, graphs, and tables
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3
4
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