Mejiamichele1221
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(help me, please I will give BRAINIEST!!!)
In 2018, the population of Los Angeles County, California, was 10,137,915. If Los Angeles County covers 4,751 square miles, what's the average population density in the county?


A. 2,028 people/mile

B. 2,127 people/square mile

C. 2,134 people/mile

D. 2,134 people/square mile

Respuesta :

Answer: D

Step-by-step explanation: Divide the total population by amount of square miles to find the amount per square mile

Answer:

D. 2134 people/square mile

Step-by-step explanation:

Hello

the population density   can be defined as the number of people in an area unit, in this case our area unit is the square mile.it can be calculated  as

[tex]the\ population\ density =\frac{number\ of\ people}{area} \\[/tex]

Step 1

Let

people =  10137915

Area = 4751 square mile

Step 2

replace

[tex]population\ density=\frac{number\ of\ people}{area}\\ population\ density =\frac{10137915\ people}{4751\ square\ mile} \\ population\ density=2134 \frac{people}{square\ mile} (D)[/tex]

Have a nice day.

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