The regular 36 sided polygon will have 36 equal sides of 10 cm.
All triangles have 3 sides.
It will have 36 isosceles triangles that have 2 equal sides.
Its triangles will have an apex angle of 10 degrees and 2 equal angles of 85 degrees.
The sine rule is: a/sinA = b/sinB = c/sinC
Using the sine rule its equal sides are: 57.36856623 cm.
Its area is: 0.5*57.36856623 squared *sin(10)*36 = 10,287.04707 square cm.
Alternatively its area is: 0.5*57.36856623*10*sin(85)*36 = 10,287.04707 square cm.
There can be no such formula in general. A formula will exist if the area is a regular polygon (or a circle).
No, a regular tessellation uses multiple copies of only one regular polygon.
A regular polygon has equal sides and angles. A polygon has a surface area but a polyhedron has many faces as for example a pyramid.
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It is a regular tessellation.
There are different types of geometry formulas such as polygon properties, area formulas, volume formulas, surface area formulas, circle formulas, and perimeter formulas.
If it also covers a surface without overlap, then it is a regular tessellation.
Surface Area= 1/2perimeter x slant height + B * * * * * Perimeter = perimeter of base. B = Area of base.
A 5-acre surface (or a surface of any other specific area) can have a different perimeter, depending on the exact shape.A 5-acre surface (or a surface of any other specific area) can have a different perimeter, depending on the exact shape.A 5-acre surface (or a surface of any other specific area) can have a different perimeter, depending on the exact shape.A 5-acre surface (or a surface of any other specific area) can have a different perimeter, depending on the exact shape.
The surface area of a pyramid is the area of all the faces of the pyramid, for a pyramid with apex in the centre and a regular polygon as its base, (the bottom of a pyramid is the base, it is regular if all sides are the same length) the surface area is: B + 1/2(P * H) where B is the area of the base, P is the perimeter (area around) the base and H is the height of the pyramid.