## What is the total number of diagonals in a 35 sided polygon?

What polygon has 35 diagonals?

Number of diagonals |
35 |
---|---|

Number of triangles |
8 |

Sum of interior angles | 1440° |

## What polygon has 35 sides?

To “construct” a name, we start **with** the prefix for the tens digit, follow it by “kai” (the Greek word for “and”), then follow it **with** the prefix for the units digit, and finally add “gon.” Example: A **35**–**sided polygon is** called a “triacontakaipentagon.”

## How many diagonals can you draw from one vertex?

The number of **diagonals** in **a** polygon that **can** be **drawn** from any **vertex** in **a** polygon is three less than the number of sides. To find the total number of **diagonals** in **a** polygon, multiply the number of **diagonals** per **vertex** (n – 3) by the number of **vertices**, n, and divide by 2 (otherwise each **diagonal** is counted twice).

## How many diagonals does a 32 sided polygon have?

You have 32 vertices. It takes 2 vertices to form a diagonal. But 2 of those vertex pairs determine sides of the polygon. So the number of diagonals is 32C2 – 2 = (32*31/1*2) – 2 = **494 diagonals**.

## How many sides does a polygon with 20 diagonals have?

Re: **Polygon diagonals** formula

A **Polygon has 20 diagonals**, how **many sides does** it **have**. n=8. With formula this takes less than 15 seconds.

## What is a twelve sided figure called?

In geometry, a dodecagon or **12**-gon is any **twelve**–**sided polygon**.

## What is a 9999 sided shape called?

What do you **call** a **9999**–**sided polygon**? A nonanonacontanonactanonaliagon.

## What is a 1 trillion sided shape called?

Megagon

Regular megagon | |
---|---|

Type | Regular polygon |

Edges and vertices | 1000000 |

Schläfli symbol | {1000000}, t{500000}, tt{250000}, ttt{125000}, tttt{62500}, ttttt{31250}, tttttt{15625} |

Coxeter diagram |

## What is the interior angle of a 35 sided polygon?

The interior angle of a 35-sided regular polygon is approximately 169.7 °, or 33π35 in **radians**.

## How many diagonals can you draw from one vertex of a dodecagon?

Properties of all dodecagons

Number of diagonals |
54 |
---|---|

Number of triangles | 10 |

Sum of interior angles | 1800° |

## How many diagonals can you draw from one vertex of a decagon?

From any given vertex you can draw **7 diagonals**. You can’t draw to itself or to the two neighboring points.

## How many diagonals can you draw from one vertex of a hexagon?

It means we can draw **3 diagonals** from one vertex. So we can draw **3 diagonals** from each vertex. As there are 6 vertices of a hexagon, so we can draw 6×3=**18 diagonals**.

## How many diagonals does a 9 sided polygon have?

For any **polygon** with n **sides**, total number of **diagonals** possible= nC2-n, which can be simplified further to (n*(n-3))/2. Thus, total **diagonals**=**9***6/2 = 27.

## How many diagonals are there in polygon of 12 sides?

Soooooooo we can draw 54 **diagonals** in a **12 sided** figure.

## What is the number of diagonals of a regular polygon with 10 sides?

How many diagonals of a regular decagon (a 10 sided polygon) are not parallel to any of the sides (AMC12)? A decagon has (10 2) – 10 = 35 diagonals. Each pair of opposing sides has **three** diagonals which are parallel to them, so 5*3 = 15 of the diagonals are parallel to a side.