What is the polygon with 35 sides?
Example: A 35-sided polygon is called a “triacontakaipentagon.”
Which of the following polygons has 35 diagonals in all?
decagon
A polygon has 10 sides is known as decagon. ∴ Decagon has 35 diagonals.
What is the formula for number of diagonals in a polygon?
According to the formula, number of diagonals = n (n-3)/ 2. So, 11-sided polygon will contain 11(11-3)/2 = 44 diagonals.
How many diagonals does a polygon with 25 sides have?
n(n-3)/2 Number of diagonals in any convex polygon.
What is the interior angles of a 35 sided polygon?
The interior angle of a 35-sided regular polygon is approximately 169.7 °, or 33π35 in radians.
What polygon has 209 diagonals?
22 sides
So, a polygon with 22 sides has 209 diagonals.
How many distinct diagonals does a 50 sided polygon have?
A convex polygon of n sides has n(n-3)/2 diagonals. Hence such polygon of 50 sides has 50(50–3)/2 = 25 x 47 = 1175 diagonals.
How many diagonals does a 20 sided polygon have?
170 diagonals
Therefore, for a 20-sided polygon, there will be 190 lines and 170 diagonals.
How many diagonals can a 25 sided polygon have from one vertex?
diagonals, as each vertex has diagonals to all other vertices except itself and the two adjacent vertices, or n − 3 diagonals, and each diagonal is shared by two vertices….Polygons.
| Sides | Diagonals |
|---|---|
| 25 | 275 |
| 26 | 299 |
How many diagonals does a 45 sided polygon have?
Each vertex makes a diagonal with n-3 other vertices – as discussed before. So, each vertex will make 15 diagonals. Since 3 vertices are not counted, they will not send out each of these 15 diagonals i.e. 45 diagonals. But in this figure of 45, we have double counted 3 diagonals.
How many diagonals of a polygon whose sides are 44?
11
Hence, the number of sides in a polygon which has 44 diagonals is 11. Note: Shortcut: The number of diagonals in a convex polygon having ‘n’ sides is n(n−3)2. Here, the number of diagonals is 44.
Is it possible to have an interior angle of a regular polygon to be 35?
Answer Expert Verified Hence. it is not possible to have such a regular polygon . The exterior angle and the adjacent angle in a regular polygon is supplementary .