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What is the population density of the city with the smallest density given the following data?

- Gainesville, FL: Population of 148,225 with an area of 64.54 square miles.
- Fort Lauderdale, FL: Population of 183,412 with an area of 36.3 square miles.

Answer :

To find the population density of a city, we use the formula:

[tex]\text{Population Density} = \frac{\text{Population}}{\text{Area}}[/tex]

Let's calculate the population density for each city given:

  1. Gainesville, FL:

    • Population: 148,225
    • Area: 64.54 square miles

    [tex]\text{Population Density of Gainesville} = \frac{148,225}{64.54} \approx 2,296.72 \text{ people per square mile}[/tex]

  2. Fort Lauderdale, FL:

    • Population: 183,412
    • Area: 36.3 square miles

    [tex]\text{Population Density of Fort Lauderdale} = \frac{183,412}{36.3} \approx 5,054.29 \text{ people per square mile}[/tex]

Now, comparing the two densities:

  • Gainesville has a population density of approximately 2,296.72 people per square mile.
  • Fort Lauderdale has a higher population density of approximately 5,054.29 people per square mile.

Therefore, Gainesville, FL is the city with the smallest population density.

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