Question

Can a polyhedron have 20 faces ,12 vertices and 30 edges? write the answer using Euler's formula

Answer 1

Answer:

bruh you have to give reason not explanation...

Step-by-step explanation:

gonna tell ur class teacher

Answer 2

Yes, A polyhedron can have 20 faces,12 vertices and 30 edges.

Step-by-step explanation

Given:

A polyhedron has 20 Faces, 30 Edges and 12 Vertices.

To find : Proof of the given assertion. (utilizing Euler's recipe)

Arrangement :

We can just tackle this numerical issue by utilizing the accompanying numerical interaction. (we want to demonstrate the given assertion)

That's what Euler's formula express :

Faces + Vertices = Edges + 2

Presently, we need to place the given information in the previously mentioned numerical equation. On the off chance that the given information fulfils the state of LHS = RHS, the given assertion will be confirmed.

Thus, by putting the given information, we get :

20 + 12 = 30 + 2

32 = 32

LHS = RHS (demonstrated)

Subsequently, the given assertion is checked utilizing Euler's equation.

(#SPJ3)