How to find apothegm of hexagon with radius?

The solution to this problem is similar to the previous problem. But instead of the length of the sides of the hexagon you need to use the radius of the hexagon. The equation you need to use will be the area of the hexagon multiplied by the number of sides, divided by the radius of the hexagon.

How to find apothegm of hexagon with perimeter?

To find the apothegm of a hexagon with perimeter P and radius r, you will need to find the area of a regular hexagon with sides of length P/r. Since there are a bunch of different possible combinations of sides, it is easier to use a calculator or a software program.

How to find apothegm of hexagon with perimeter and area?

If we have the perimeter of a hexagon, we can determine its area by multiplying the length of each side by its corresponding internal angle. The sum of the internal angles of a hexagon is 180°, so this method will give us the area as a whole.

How to find apothegm of hexagon with area?

If you want to know the area of a hexagon, then you need to know the sides of the hexagon. The sum of the areas of the three sides which form an equilateral triangle is equal to the area of the hexagon. If you want to find the area of a hexagon with the sides a, b, c, then use the following formula:

How to find apothegm of hexagon radius?

The apothegm of a regular hexagon is the sum of the products of the sides and the diagonals. The sum of the diagonals is equal to the sum of the internal angles. The sum of the sides can be calculated as their perimeter multiplied by a coefficient.