Answer:
Approximately 120.31 people per square mile
Explanation:
1) The population density can be found by dividing the whole population over the area.
2) Since the NH map is modeled like this triangle, let's firstly calculate its area.
3) Based upon the original picture, and tracing it on we can easily see that the y coordinate is little bit over 200, precisely 220. Each mark on the original y-axis count as 20 miles. That'll give us the height.
The base of the triangle is 100 miles for F(100,0). Plugging that information on the formula:
![\bigtriangleup_(area)=(b*h)/(2)\rightarrow (220*100)/(2)=11,000 \:sq. \:miles](https://img.qammunity.org/2021/formulas/mathematics/high-school/zuuielryi8wh7r73gx7dkpt19hnif8ck9m.png)
4) The Population density:
![Pop. \:density=(1,323,459)/(11,000)=120.31 \:people\:per\:square\:mile](https://img.qammunity.org/2021/formulas/mathematics/high-school/2w5ygw8wcj77pdt06xij0eyceb9cs4lnzm.png)