For the given image, the value of F + V - E (F-Faces; V-Vertices; E-Edges) is .

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Solution

The correct option is A 2
The given image is of a cone.
Let's recall the properties of a cone.

So, properties of a cone are:
Faces (F): 2
Edge (E): 1
Vertex (V): 1

We have to calculate the value of F + V - E.

$F + V - E = 2 + 1 - 1$
$= 2$

Therefore, the value of F + V - E is 2.

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Similar questions

For the above figure,
F + V - E = ___
where,
F is the number of faces,
V is the number of vertices and
E is the number of edges.

If F is the number of faces, V is the number of vertices and E is the number of edges of the given solid, then, F + V - E = ___.

Consider the figure:

Let the number of faces be F, the number of edges be E and number of vertices be V.Then find the value of F + E + V.

___

F + E + V

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