What happens when ONE vampire moves into a town of 25,000 humans? 🧛
At first, the math makes a vampire takeover look inevitable. But then limiting factors, carrying capacity, competition, disease, and resource availability get in the way!
In The Vampire Population Problem, students investigate population ecology through a Halloween-themed simulation that takes them from simple exponential growth to a much more realistic model of interacting populations.
$4.00
What happens when ONE vampire moves into a town of 25,000 humans? 🧛
At first, the math makes a vampire takeover look inevitable. But then limiting factors, carrying capacity, competition, disease, and resource availability get in the way!
In The Vampire Population Problem, students investigate population ecology through a Halloween-themed simulation that takes them from simple exponential growth to a much more realistic model of interacting populations.
How It Works
Students begin with one vampire and model what happens when the population doubles every three nights under ideal conditions. They calculate population growth, create an exponential growth graph, and consider an important question: Can a population really keep growing like this forever?
Then, the model changes!
Students track vampire AND human populations through a six-round simulation. One at a time, Event Cards introduce new conditions that change the populations and challenge students to rethink their original predictions.
As the simulation unfolds, students discover what happens when a growing population encounters the limits of its environment.
Students Explore:
What’s Included:
Perfect For:
Biology • Environmental Science • Ecology • Population Ecology • Halloween Science • October Lessons • Population Growth • Carrying Capacity • Limiting Factors
This is a fun way to bring a little spooky season into your science classroom without sacrificing the science! Students get the Halloween hook while practicing the population ecology concepts they actually need to understand.
Grade Levels: 9th – 12th
Total Pages: 70
Teaching Duration: 60 – 90 Minutes
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Jessica



