Moose
Wolves
Isle Royale
Our Model
Potpourri
100

What do moose eat on Isle Royale?

Plants

100

Since wolves eat meat they are considered to be _____. 

Carnivores

100

Where is Isle Royale located?

Lake superior

100

What does our model say?

If the number of births is greater than the number of deaths, then the population will increase or vice versa

100

What is Mrs. O's Favorite color?

Purple

200

What is one factor from our game that caused the moose to die? 

Starvation, eaten by a wolf, sickness, failed pregnancies.

200

True or false ... 

It would be difficult for a lone wolf to survive without the pack. 

True

200

How big is Isle Royale? (Think relatively)

About twice the size of Chicago

200

Birth rate > death rate = ???

Population increases

200

How many dogs does Mrs. O own?

One

300

True or false ... 

The moose are the only foods for the wolves on Isle Royale.

True

300

What is happening to gray wolves in the U.S. currently?

Their populations are increasing

300

How many species of mammals live on Isle Royale? 

20

300

Birth rate < Death rate = ???

Population decreases

300

What is Mrs. O's favorite baseball team?


Go Cubs Go!

400

Can a moose kill a wolf?

Yes!

400

The fact that there are only two wolves left on the island means that the grey wolves are becoming _____ extinct.  

Locally

400

How long have scientists been studying Isle Royale? 

About 50 years

400

Birth rate = Death rate = ????

Population is stable or does not change

400

Where did Mrs. O attend college?

Augustana College

500

how do moose eat their food?

They partially digest it, throw it up, and shew on the cud for hours.

500

What are scientists proposing needs to be done to increase the population of wolves on Isle Royale? 

Introduce 20 to 30 wolves from other locations to the islands.  

500

Why is Isle Royale a perfect case study to look at changes in populations? 

There are no human influences

500

How can our model explain the changes in biodiversity over time? 

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

When the number of extinctions was more than the number of new species discovered, biodiversity goes down ... OR ... When the number of extinctions was lower than the number of new species found, biodiversity increases. 

500

What year did Mrs. O graduate high school?

2007