Question

The population of a major U.S. city is 2,707,120. The land area of the city is 606.1 km². What is the best approximate population density of the city?

Answer 1

4466 ​ people/km2
Take 2,707,120
divide it by 606.1 rounded
606
And you get 4466

Answer 2

The population density of the city 4466 approximately.

What is density?

Density is the "measurement of amount of a substance contained in certain volume".  

According to the question,

The population of a major U.S city is 2,707,120. The land area of the city is 606.1 km².

In order to find density of the city population using density formula

Density = $\frac{Mass}{Density}$

= $\frac{2,707,120}{606.1}$

=4,466.45768 ≈ 4,466

Hence, the population density of the city 4466 approximately.

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