In a polyhedron e=15,v=10,then f is
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Solution :-
In geometry, there is a useful formula, called Euler's formula. This is as follows,
V - E + F = 2
V = The number of vertices of a polyhedron.
E = The number of edges of a polyhedron.
F = The number of faces of a polyhedron.
Given - Vertices = 10 and Edges = 15
faces = ?
Applying the Euler's formula here.
⇒ 10 - 15 + F = 2
⇒ - 5 + F = 2
⇒ F = 2 + 5
⇒ F = 7
So, the given polyhedron has 7 faces.
Answer.
In geometry, there is a useful formula, called Euler's formula. This is as follows,
V - E + F = 2
V = The number of vertices of a polyhedron.
E = The number of edges of a polyhedron.
F = The number of faces of a polyhedron.
Given - Vertices = 10 and Edges = 15
faces = ?
Applying the Euler's formula here.
⇒ 10 - 15 + F = 2
⇒ - 5 + F = 2
⇒ F = 2 + 5
⇒ F = 7
So, the given polyhedron has 7 faces.
Answer.
Answered by
9
heya...!!!!
given that::
e ( the no. of edge of a polyhedron) = 15
v (no. of vertices of a polyhedron) = 10
f (no. of faces of a polyhedron) = ??
we know that:-
v - e + f = 2
=> 10 - 15 + f = 2
=> f = 2 + 5
=> f = 7
hence, the 7 faces of given polyhedron
given that::
e ( the no. of edge of a polyhedron) = 15
v (no. of vertices of a polyhedron) = 10
f (no. of faces of a polyhedron) = ??
we know that:-
v - e + f = 2
=> 10 - 15 + f = 2
=> f = 2 + 5
=> f = 7
hence, the 7 faces of given polyhedron
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