Question

The population of a major U.S. city is 3,792,621. The land area of the city is 1302 square kilometers. What is the best approximate population density of the city?

2900 people/km2


2913 ​ people/km2

​

2923 ​ people/km2

​

3077 ​ people/km2

Answer 1

Hello bud.

C is the correcto answer.

Muchos gracias, (thank you very much)

:) buddy hope it helps you c:

Answer 2

The population density of the city is 2913 people/km.

What is population density?

The number of people living in an area of per square kilo meters is called population density.

The formula for population density

$D_{p}=\frac{N}{A}$ ,

where

$D_{p}$ is the population density,

N is the total population,

and A is the land area covered by the population

According to the given question.

Total population of the city = 3792621

Area of the city = 1302 square km

Therefore, the population density of the city is given by

$D_{p} = \frac{3792621}{1302}$

⇒$D_{p}= 2912.91$

⇒$D_{p} = 2913 people/km$

Hence, the population density of the city is 2913 people/km.

Find out more information about population density here:

https://brainly.com/question/1581160

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