There is no simple formula. You need to divide it into triangles, calculate the areas of each one and sum the results.
Assuming same side length, the the heptagon with 7 sides will have a greater area than a hexagon with 6 sides. If the side lengths are not equal, then: If the side of the hexagon is approx 1.183 times that of the heptagon then the areas are the same. Thus when the side of the hexagon is less than ~1.183 times that of the heptagon it will have a smaller area; conversely, if the side of the hexagon is more than ~1.183 times that of the heptagon it will have a larger area.
yes True
The answer depends on what information is given to you.
The following two methods can find the area of a regular heptagon. These methods will not work on an irregular heptagon. Multiply the length of one side by 7/4 and then by the cotangent of a 25 5/7 degree angle. Multiply the perimeter by the distance from the center to the middle of a side, then divide by two. You must know the length of a side to calculate the area of a heptagon. Area = n (s/2)^2 / tan( pi /n) where n=7; s=side length A septagon is a seven sided figure. Given a regular septagon (with seven sides of equal length), the formula for the area is 7/4 (a^2) * cot (180 degrees/7), where a is the length of one side.
Area is length times width. If the length and width are measured in feet, the area will be in square feet.
There is no general formula.Divide the heptagon into triangles.Calculate the area of each triangle.Sum the areas of the triangles.
A regular heptagon has a distinct formula for determining its area based on the length of one side. Its area is equal to 7/4 * s^2, multiplied by the cotangent of (180 degrees/7).
If the perimeter is 15, he apothem cannot be 18.1
Assuming same side length, the the heptagon with 7 sides will have a greater area than a hexagon with 6 sides. If the side lengths are not equal, then: If the side of the hexagon is approx 1.183 times that of the heptagon then the areas are the same. Thus when the side of the hexagon is less than ~1.183 times that of the heptagon it will have a smaller area; conversely, if the side of the hexagon is more than ~1.183 times that of the heptagon it will have a larger area.
P= dpwjiopsfaeqiA:S
sum of length of all 7 sides
33
yes True
4.12
The answer depends on what information is given to you.
the length of one side squared
The following two methods can find the area of a regular heptagon. These methods will not work on an irregular heptagon. Multiply the length of one side by 7/4 and then by the cotangent of a 25 5/7 degree angle. Multiply the perimeter by the distance from the center to the middle of a side, then divide by two. You must know the length of a side to calculate the area of a heptagon. Area = n (s/2)^2 / tan( pi /n) where n=7; s=side length A septagon is a seven sided figure. Given a regular septagon (with seven sides of equal length), the formula for the area is 7/4 (a^2) * cot (180 degrees/7), where a is the length of one side.