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Why is the perimeter of regular nonagon with a side s unit long 40?

A regular nonagon has 9 sides and so its perimeter is 9*40 = 36 units of measurement


How do you find the perimeter of a regular nonagon?

The answer depends on what information you have. If you have the length of a side, then the perimeter is nine times that length.


What is the perimeter of a regular nonagon with a side measuring 21 ft?

189 feet.


What is the length of a side in a regular nonagon if the perimeter is 162cm?

It is: 162/9 = 18cm


What is the perimeter of a regular nonagon with a side measuring 21 feet?

21*9 = 189 feet.


What is the formula of perimeter of nonagon?

For any nonagon in general:Perimeter = (side-1 + side-2 + side-3 + . . . . . + side-8 + side-9)For a regular nonagon:Perimeter = 9 x (length of one side)


What has a longer side length a regular nonagon with a perimeter of 40 units?

One possibility is an irregular triangle with a side of 5 units.


A regular nonagon has perimeter of 117cm.what is the length of one its sides?

Each side is 117/9 = 13 cm


What is the length of each side of a regular nonagon if it has an apothem of 25 and a area of 2025?

Area of a regular polygon = 1/2(apothem)(perimeter) 2025 = 1/2(25)(perimeter), so the perimeter = 2025 divided by 25/2. Perimeter = 162 Side length = 162/9 Side length = 18


What is the perimeter of a retangular nongon?

I think you mean a regular nonagon. This is a nine-sided polygon. If you have the length of one side, you can multiply it by 9 to find the perimeter of all sides.


What is the perimeter of a nonagon with sides are 4.8 centimeters?

To find the perimeter of a nonagon (a nine-sided polygon), you multiply the length of one side by the number of sides. Given that each side is 4.8 centimeters, the perimeter is calculated as (9 \times 4.8) centimeters, which equals 43.2 centimeters. Therefore, the perimeter of the nonagon is 43.2 centimeters.


What is the area of a nonagon if the side length is 8 meters?

The area is indeterminate, since the shape can be a long thin nonagon with minimum area or a regular one with maximum area.

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