Respuesta :
Euler's Formula : V - E + F = 2
Given that F = 10 and E = 24
V - 24 + 10 = 2
V - 14 = 2
V = 16
Answer: Vertices = 16
Given that F = 10 and E = 24
V - 24 + 10 = 2
V - 14 = 2
V = 16
Answer: Vertices = 16
hey user!!
your answer is here...
we know that Euler's formula = F + V - E = 2
given :-
faces = 10
verticies = ?
edges = 24
therefore F + V - E = 2
==> 10 + V - 24 = 2
==> -14 + V = 2
==> V = 2 + 14
==> V = 16
verification :-
= F + V - E
= 10 + 16 - 24
= 26 - 24
= 2
hence verified..
thus the no. of verticies of the polyhedron is 16.
cheers!!
your answer is here...
we know that Euler's formula = F + V - E = 2
given :-
faces = 10
verticies = ?
edges = 24
therefore F + V - E = 2
==> 10 + V - 24 = 2
==> -14 + V = 2
==> V = 2 + 14
==> V = 16
verification :-
= F + V - E
= 10 + 16 - 24
= 26 - 24
= 2
hence verified..
thus the no. of verticies of the polyhedron is 16.
cheers!!