<h2>
Answer:</h2>
Option B is the correct answer.
Pond B has the greatest population density of resident geese
<h2>
Step-by-step explanation:</h2>
<u>Pond A:</u>
Population of geese = 88
Area(in acres) = 1.1
Then the Population density of resident geese per acre in Pond A is calculated as:

Similarly:
For<u> Pond B:</u>
Population of geese = 175
Area(in acres) = 1.3
The population density of resident geese per acre is:

<u>Pond C:</u>
Population of geese = 192
Area(in acres) = 1.5

<u>Pond D:</u>
Population of geese = 204
Area(in acres) = 2.0

Hence, the greatest population density of resident geese is in:
Pond B i.e. 134 Population per acres