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:
- 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.
- Given the circumference of the playground is 176 feet, we can find the diameter of the playground by dividing the circumference by π.
- By substituting the values into the formula, we get: Diameter = 176 feet / π.
- Approximately, the diameter of the playground is 56.02 feet.
- 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!