Two countries have populations of about 6.2 million and 887,000 respectively. Their areas are 7882 and 470,394 square miles respectively. Compute the population densities of the two countries.

To calculate the population density of a country, we use the formula:

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

where the population density is typically expressed in people per square mile.

### Calculating Population Densities

#### 1. Population Density of Country 1

- **Population:** 6.2 million (6,200,000 people)
- **Area:** 7,882 square miles

\[
\text{Population Density of Country 1} = \frac{6,200,000 \, \text{people}}{7,882 \, \text{square miles}}
\]

Let's compute this:

\[
\text{Population Density of Country 1} \approx 787.03 \, \text{people per square mile}
\]

#### 2. Population Density of Country 2

- **Population:** 887,000 people
- **Area:** 470,394 square miles

\[
\text{Population Density of Country 2} = \frac{887,000 \, \text{people}}{470,394 \, \text{square miles}}
\]

Let's compute this:

\[
\text{Population Density of Country 2} \approx 1.89 \, \text{people per square mile}
\]

### Final Answers:
- **Population Density of Country 1:** Approximately **787.03 people per square mile**.
- **Population Density of Country 2:** Approximately **1.89 people per square mile**.

Would you like more details or have any other questions?

### Related Questions to Expand Your Understanding:
1. What would happen to the population density if Country 1's population increased by 10%?
2. How does the population density of these countries compare to that of a highly populated city like New York City?
3. If Country 2 had an area of 500,000 square miles, what would its population density be?
4. What are some reasons for the vast difference in population densities between the two countries?
5. How does population density affect a country's infrastructure and resource management?

**Tip:** Population density is a crucial metric for understanding how crowded a country is and can significantly impact urban planning, resource allocation, and quality of life!

Learn how to calculate population densities of two countries based on their population and area. Includes step-by-step solutions and computations for Country 1 with a population of 6.2 million and an area of 7,882 square miles, and Country 2 with a population of 887,000 and an area of 470,394 square miles. Suitable for Grades 7-9.

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