Sunday, March 25, 2012

How do we find the area of regular polygons?

Regular Polygons are just what they sound like. Polygons that are not bent or shaped weird. An example of a regular polygon would be the pentagon or a triangle. To find the area of these shapes you need the formula
A=nas/(1/2)

Which can be subtitused for A=pa

A is the are
n is the number of sides a shape has
a is the apothem, which is basically the radius of the shape (it is not for circles, so don't get it confused)
s is the length of the sides.

So let's say if you have a pentagon with an Apothem of 8, and side length of 7 you would set it up like so:

A=5*8*7/2 the result would be 140!

When you have the area but not one of the other variables, you must do the inverse operation.



No comments:

Post a Comment