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How many diagonals does a 10 sided polygon have?
100 diagonals * * * * * No, it is 0.5*10*(10-3) = 35
How many triangles will be formed in 100 sided polygon if the diagonals are drawn from a single vertex?
98
What is a 100-sided shape called?
100 sided shape is called a hectagon (apparently, this is according to another website :] )
What is a 100 sided shape?
Icomentostroshedron
What is a 100 sided 3d shape?
hectagon hectagon
How many diagonals does a 100 sided polygon Have?
100 sided polygon has = n(n-3)/2 diagonals = 100(100-3)/2 = 4850 diagonals
How many diagonals are in a 100 sided polygon?
0.5*(1002-300) = 4850 diagonals
How many diagonals are in a 100-sided polygon?
A regular 100-sided polygon has 4,850 diagonals. You can either check this for yourself, or use the formula provided in Related Questions below.
How many diagonals does a100 sided polygon have?
100*(100-3)/2 = 4850
How many diagonals does a 10 sided polygon have?
100 diagonals * * * * * No, it is 0.5*10*(10-3) = 35
How many diagnols does a 100 sided polygon have?
It has: 0.5*(100^2-(3*100)) = 4850 diagonals
How many triangles will be formed in 100 sided polygon if the diagonals are drawn from a single vertex?
98
How many lines of symmetry does a 100 sided shape have?
It can have none. It can have 100.
What does a hectogon look like?
A HECTOGON IS A 100 SIDED SHAPE! A HECTOGON IS A 100 SIDED SHAPE!
What is the name for a 20-sized 50-sided 100-sided or 1000-sided shape?
Any of these shapes is practically circular. A 20-sided shape is an icosagon. a 50-sided shape is a pentacontagon (aka pentecontagon). A 100-sided shape is a hectogon (aka hecatontagon). A 1000-sided shape is a chiliagon.
What is 100 sided shape?
A 100-sided shape (or, "polygon", which means "many-sided") is an object or figure comprised of 100 distinct faces or sides. The name conventionally utilized by geometricians for such objects, "henahectagon", is derived from the Greek numbering system.
What is a 100-sided shape called?
100 sided shape is called a hectagon (apparently, this is according to another website :] )
