A Fun Math Problem: Playground Circumference

How can we find the distance from the edge of the playground to the middle?

A circular playground has a circumference of 176 feet. What is the distance from the edge of the playground to the middle of the playground?

Answer:

The distance from the edge of the playground to the middle of the playground is approximately 28.01 feet.

To solve this math problem, we can follow these steps:

  1. First, we need to understand the relationship between the circumference, diameter, and radius of a circle. The formula for circumference is calculated as circumference = π * diameter.
  2. Given the circumference of the playground is 176 feet, we can find the diameter of the playground by dividing the circumference by π.
  3. By substituting the values into the formula, we get: Diameter = 176 feet / π.
  4. Approximately, the diameter of the playground is 56.02 feet.
  5. The distance from the edge of a circle to the middle, also known as the radius, is half the diameter. So, the radius is: Radius = Diameter / 2 which gives us a result of 28.01 feet.

Therefore, the distance from the edge of the playground to the middle is approximately 28.01 feet. Next time you visit a circular playground, you'll know how to calculate this fun math problem!

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