asked 62.1k views
3 votes
A radio station broadcasts a signal over an area with a 120-mile diameter. The population density of the area is 100 people per square mile.

How many people are within receiving distance of the broadcast signal?

Use 3.14 for pi.

asked
User Guns
by
9.0k points

2 Answers

5 votes

Answer:

1,130,400 people

Explanation:

Find the area of the broadcasting area, using the circle area formula.

Since the diameter is 120 miles, the radius will be 60 miles.

Use the circle area formula, plug in 60 as r, and plug in 3.14 as pi:

A =
\pi

A = (3.14)(60²)

A = 11304

So, the area is 11304 square miles

To find how many people are in receiving distance, multiply this by 100, since there are 100 people per square mile.

11304(100)

= 1,130,400

So, 1,130,400 people are within receiving distance of the signal.

answered
User Haris Hajdarevic
by
8.9k points
3 votes

Answer:

1,130,400

Explanation:

A radio station broadcasts a signal over an area with a 120-mile diameter. The population-example-1
answered
User Arpan Das
by
8.3k points
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