How to find perimeter of octagon with apothegm?

Let’s take two sides of the octagon as opposite sides of a rectangle. Using Pythagorean theorem, calculate the length of sides using the known sides’ length of the rectangle. The length of each side of the octagon will be the hypotenuse of the right triangle.

How to find the perimeter of an octagon with area?

If you have the area of an octagon, you can use the Pythagorean Theorem to find the perimeter Remember, there are many different ways to measure the perimeter of a shape, and here we’re going to use the perimeter of an octagon as an example.

How to find perimeter of octagon with circumference?

First, you need to find the area of the base (or any other shape, if applicable) and divide it by pi. Once you find an area, add up all the sides’ lengths. You will end up with a sum for the perimeter of the octagon.

How to find the perimeter of an octagon with chord?

We are going to find the perimeter of an octagon by first setting up the sides of the octagon as eight pieces of L-shaped pieces of string. Use two sides of the L to make the sides of the octagon, with the ends of the string pointing toward the corners. Connect the ends of the sides of the L at the corner to form the perimeter of the octagon. You will need to find the length of each piece of string to make sure they are all equal length.

How to find the perimeter of an octagon with a diameter?

The perimeter of an octagon is equal to the sum of the length of all eight sides. If you measure one diagonal, say from vertex A to vertex C, and then add the adjacent sides, you will get the length of the perimeter. If you want to find the perimeter of an octagon with a diameter, measure the diameter of the octagon, then add the sides of the octagon that are adjacent to this diameter.