High School

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Yellowstone National Park has 124 wolves living in it. The park covers 3472 square miles. What is the population density of wolves living in Yellowstone?

A. 28 wolves [tex]$/ mi^2$[/tex]

B. 0.0357 wolves [tex]$/ mi^2$[/tex]

C. 82 wolves [tex]$/ mi^2$[/tex]

D. 43 wolves [tex]$/ mi^2$[/tex]

Answer :

To find the population density of wolves living in Yellowstone National Park, we need to determine how many wolves are there per square mile. This is done by dividing the total number of wolves by the total area of the park.

Here are the steps:

1. Identify the Total Number of Wolves:
Yellowstone National Park has 124 wolves.

2. Identify the Total Area of the Park:
The park covers an area of 3472 square miles.

3. Calculate the Population Density:
The population density is determined by dividing the number of wolves by the area of the park. The formula is:
[tex]\[
\text{Population Density} = \frac{\text{Number of Wolves}}{\text{Area in Square Miles}}
\][/tex]
So in this case:
[tex]\[
\text{Population Density} = \frac{124}{3472}
\][/tex]

When you perform this division, the result is approximately 0.0357.

Therefore, the population density of wolves in Yellowstone National Park is about 0.0357 wolves per square mile.

The correct answer is:
b. 0.0357 wolves [tex]$/ mi ^2$[/tex]

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