Circles are everywhere!
In our class, we are studying geometry, and
we are learning about circles.
We have learned that circles have a center point. In addition, we have learned that a line segment drawn from the center point to the outside edge of the circle is a radius.
The diameter is a line segment that extends from one side of a circle to the other,
right through the center point.
Lastly, we learned that the perimeter, or outside edge of a circle, is called the circumference.
We used chalk tied to a piece of yarn to draw a giant circle outside our classroom. Later we measured its radius which was 9 feet in length. Since the diameter of a circle is two times the radius, we determined that our circle's diameter was 18 feet.
After we drew and measured our class circle, each team drew their own.
Way to go, Team 4!
Then each team measured the radius of the circle in inches.
Each team's circle had a different radius, and of course, a different diameter!
Good for you, Team 2!
Great job, Team 1!
Super work, Team 3!
Excellent job, Team 5!
Great work, Team 6!
We used multiplication or addition to double the radius
and find the length of the diameter.
* * * * *
Back in the classroom after we were finished, Mrs. Ranney showed us how to convert the inches to feet.
She showed us how to divide by 12, the number of inches in a foot.
For example, one team's diameter was 88 inches, so we worked this problem:
88 divided by 12 = 7 feet 4 inches
* * * * *
In our class, we are studying geometry, and
we are learning about circles.
We have learned that circles have a center point. In addition, we have learned that a line segment drawn from the center point to the outside edge of the circle is a radius.
The diameter is a line segment that extends from one side of a circle to the other,
right through the center point.
Lastly, we learned that the perimeter, or outside edge of a circle, is called the circumference.
We used chalk tied to a piece of yarn to draw a giant circle outside our classroom. Later we measured its radius which was 9 feet in length. Since the diameter of a circle is two times the radius, we determined that our circle's diameter was 18 feet.
After we drew and measured our class circle, each team drew their own.
Way to go, Team 4!
Then each team measured the radius of the circle in inches.
Each team's circle had a different radius, and of course, a different diameter!
Good for you, Team 2!
Great job, Team 1!
Super work, Team 3!
Excellent job, Team 5!
Great work, Team 6!
We used multiplication or addition to double the radius
and find the length of the diameter.
* * * * *
Back in the classroom after we were finished, Mrs. Ranney showed us how to convert the inches to feet.
She showed us how to divide by 12, the number of inches in a foot.
For example, one team's diameter was 88 inches, so we worked this problem:
88 divided by 12 = 7 feet 4 inches
* * * * *
How do you like our circles? What circles can you find around your house?
Try measuring the radius of a circle you find at home and let us know what the measurement was.
Remember, to find the diameter, double the radius!
Try measuring the radius of a circle you find at home and let us know what the measurement was.
Remember, to find the diameter, double the radius!