Wiki User
∙ 11y agoeat potatoes..is gud 4 u men
Wiki User
∙ 11y agoUnless the area is a regular polygon (or a circle) you cannot.
More information is required in order to answer this question. What is the shape for which the perimeter is given? If it anything other than a circle or regular polygon it is not possible to determine the area. For a circle or regular polygon, the answer will depend on the shape.
Perimeter = 2*Area/Apothem.
Area of regular polygon: 0.5*20*3 = 30 square feet
The answer will depend on the number of sides in the polygon. Since that information is not given, there can be no answer.
Unless the area is a regular polygon (or a circle) you cannot.
More information is required in order to answer this question. What is the shape for which the perimeter is given? If it anything other than a circle or regular polygon it is not possible to determine the area. For a circle or regular polygon, the answer will depend on the shape.
Area of regular polygon: 0.5*apothem*perimeter
Perimeter = 2*Area/Apothem.
Area of regular polygon: 0.5*20*3 = 30 square feet
The answer will depend on the number of sides in the polygon. Since that information is not given, there can be no answer.
Find the apothem of a regular polygon with an area of 625 m2 and a perimeter of 100 m.
A = (1/2)Pa A being the area, P being the perimeter of the regular polygon, and the apothem length being a.
The formula used to find the area of any regular polygon is A = 1/2 a P where the lower case a stands for the length of the apothem and the uppercase P stands for the perimeter of the polygon.
Such a polygon is not possible.
The area of a regular polygon is given by the following formula: area =(1/2) (apothem)(perimeter).There are several other formulas that can be used. Regular Polygon Formulas are: N=number of sides, s= length, r = apothem (adiius of inscribed circle) R = radius of circumcircle. Using any of these formulas you can find the measurements of a regular polygon.
The area of a regular polygon is equal to (1/2)pa, where p is the perimeter and a is the apothegm. The area of this polygon is (1/2)(15.44)(16), which is 123.52 square units.