verify the relationship V+E+F=0 for the five regular polyhedra
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Answered by
8
Hey Friend !!!
Here's Your Answer_______
>>--------☺️--------<<
there is some mistake in your question it should be F+V-E = 2
then according to this question,
as we know that polygon have 12 faces, 20 vertex and 30 edges
then, according to Eulers formula = F+V-E = 2
Face = 12
Edge = 30
Vertex = 20
now,
12+20-30 = 2
32-30 = 2
= 2
hence relationship F+V-E = 2 of regular polyhedron verified...
>>--------☺️--------<<
hope it will help you :)
Here's Your Answer_______
>>--------☺️--------<<
there is some mistake in your question it should be F+V-E = 2
then according to this question,
as we know that polygon have 12 faces, 20 vertex and 30 edges
then, according to Eulers formula = F+V-E = 2
Face = 12
Edge = 30
Vertex = 20
now,
12+20-30 = 2
32-30 = 2
= 2
hence relationship F+V-E = 2 of regular polyhedron verified...
>>--------☺️--------<<
hope it will help you :)
Brijeshrana:
i am sorry its V+F-E=0
Answered by
0
Thank you for asking this question:
First of all we know that there are 12 faces of a polygon, 20 vertex and 30 edges.
If we take help of the Eulers formula then we can solve this question.
F+V-E = 2
Face = 12
Edge = 30
Vertex = 20
12+20-30 = 2
32-30 = 2
= 2
So after this we can say this that F+V-E = 2 is regular polyhedron
If there is any confusion please leave a comment below.
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