HOW TO FIND THE EXACT EXACT EXACT CIRCUMFERENCE OF CIRCLE. Procedure Step 1. Draw a square, 2 diagonals and inscribe a circle in the square. Thereby side and diameter will be the same Step 2 : Subtract 2 diagonals from the perimeter of square Step3. Divide step2 with 8 Step4. Add 3 times of the side. to Step 3 At the end we get the EXACT circumference of the inscribed circle
Hi- I’m not sure where you found this trick but it is not correct. In step 1, you have the diameter and side of a square being equal length. This is false. The diagonal of a square is never equal to the side length. It is the square root of 2 times the side length (always- see this video: ua-cam.com/video/ju4_3-oc8Vk/v-deo.html). Also pi is actually defined by the relationship between the circumference and the diameter. So the circumference is equal to pi times the diameter (or pi*2*r if you prefer to use the radius). Meaning, if you cut a string the length of the diameter and used it to measure around the circumference it would take ~3.14 times the length of the string to measure around. I hope that helps!
Great job explaining this topic so clearly! 👏🏼
HOW TO FIND THE EXACT EXACT EXACT CIRCUMFERENCE OF CIRCLE.
Procedure
Step 1. Draw a square, 2 diagonals and inscribe a circle in the square. Thereby side and diameter will be the same Step 2 : Subtract 2 diagonals from the perimeter of square Step3. Divide step2 with 8 Step4. Add 3 times of the side. to Step 3
At the end we get the EXACT circumference of the inscribed circle
Hi- I’m not sure where you found this trick but it is not correct. In step 1, you have the diameter and side of a square being equal length. This is false. The diagonal of a square is never equal to the side length. It is the square root of 2 times the side length (always- see this video: ua-cam.com/video/ju4_3-oc8Vk/v-deo.html).
Also pi is actually defined by the relationship between the circumference and the diameter. So the circumference is equal to pi times the diameter (or pi*2*r if you prefer to use the radius). Meaning, if you cut a string the length of the diameter and used it to measure around the circumference it would take ~3.14 times the length of the string to measure around.
I hope that helps!