Question

Four sections of forest are described in the table with the number of trees in each section. Section Shape Number of Trees A A rectangle with a length of 60 miles and a width of 75 miles 450,000 B A right triangle with legs 60 miles and 70 miles 250,000 C A square with side length of 60 miles 400,000 D A trapezoid with bases of 50 miles and 70 miles and a height of 50 miles 350,000 What is the population density in order from least to greatest?

Answer 1

To calculate the population density in each section, divide the number of trees by the area. Comparing the population densities will give the order from least to greatest.

Step-by-step explanation:

Population Density:

To calculate the population density, we need to divide the number of trees in each section by their respective areas. The formula for population density is:

Population Density = Number of Trees / Area

Using this formula and the given information, we can calculate the population density for each section:

1. Section A: Population Density = 450,000 trees / (60 miles * 75 miles)
2. Section B: Population Density = 250,000 trees / ((1/2) * 60 miles * 70 miles)
3. Section C: Population Density = 400,000 trees / (60 miles * 60 miles)
4. Section D: Population Density = 350,000 trees / ((1/2) * (50 miles + 70 miles) * 50 miles)

Now, we can compare the population densities of each section to determine the order from least to greatest.