Question

verify eulers formula :faces=32,verticess=60,edges=90​

Answer 1

Answer:

Euler's formal

=> F+V=E+2

Here, F=32,V=60 and E=90

So,32+60=90+2

=>92=92

Step-by-step explanation:

Now, LHS=RHS

Hence, proved.

Answer 2

Question:-

$\implies$Verify eulers:-

Formula: faces= 32

verticess=60

edges=90

Answer:-

$\implies$It is an eulers and verfiied.

Solution:-

⭐Formula:-

$\huge {\boxed {\boxed {\mathtt {\pink {V - E + F = 2}}}}}$

=>Solution:-

: Vertices = 60

: Edges = 90

: Faces = 32

By the formulation following will be answer:-

$\dag$V - E + F = 2

$\implies$60-90+32 = 2

$\implies$-30+32=2

$\implies$2=2

Hence, verified.

Additional:-

• Euler's formula is a important mathematical formula of leonard euler..
• the first is related to topology relating to the number of faces vertices and edges of any polyhedron.
• it is written as V -E + F =2
• And hence the sum of this formula would equal to 2 .