Question

2. If the vertices of a polyhedron are 4 and edges are 10, then how many faces will it have?​

Answer 1

Answer:

Given :

Given :If the vertices of a polyhedron are 4 and edges are 10.

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,• V = 4As we know that,

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,• V = 4As we know that,Euler's formula = F + V - E = 2

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,• V = 4As we know that,Euler's formula = F + V - E = 2Here,

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,• V = 4As we know that,Euler's formula = F + V - E = 2Here,• V = 4

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,• V = 4As we know that,Euler's formula = F + V - E = 2Here,• V = 4E = 10

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,• V = 4As we know that,Euler's formula = F + V - E = 2Here,• V = 4E = 10Putting the values,

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,• V = 4As we know that,Euler's formula = F + V - E = 2Here,• V = 4E = 10Putting the values,➡F+4-10 = 2

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,• V = 4As we know that,Euler's formula = F + V - E = 2Here,• V = 4E = 10Putting the values,➡F+4-10 = 2<<->F-6=2

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,• V = 4As we know that,Euler's formula = F + V - E = 2Here,• V = 4E = 10Putting the values,➡F+4-10 = 2<<->F-6=2-F=8

Given :If the vertices of a polyhedron are 4 and edges are 10.To Find :The number of faces ?Solution :As we know that,Euler's formula = F + V - E=2Here,• V = 4As we know that,Euler's formula = F + V - E = 2Here,• V = 4E = 10Putting the values,➡F+4-10 = 2<<->F-6=2-F=8... Hence, the number of faces is 8

Answer 2

Answer:

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Step-by-step explanation:

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