Mathematics: In 2012, with approximately 8.1 x 10^6 people, New York City is the most populous city in the United States. Los Angeles, California, is the second most populous city in the United States, with about 3.8 x 10^6 people. Approximately, what is the population of the two most populous cities in the United States combined?

In 2012, with approximately 8.1 x 10^6 people, New

Ответ:

struckedblazing

22.01.2022

The population of the two most populous cities in the United state combined is $11.9\times 10^6$ .

Step-by-step explanation:

Given that, in 2012 the population in New York city is $8.1 \times 10^6$ . In the same year the population in Los Angeles, California is $3.8\times 10^6$ .

The population of two most populous cities is

=population in New York city + population in Los Angeles, California

= $8.1\times 10^6+3.8\times 10^6$

$=(8.1+3.8)\times 10^6$

$=11.9\times 10^6$

The population of the two most populous cities in the United state combined is $11.9\times 10^6$ .

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