If f, e and v represent the number of rectangular faces, number of edges and number of vertices respectively of cuboid then the value of f+e+v is ____
For a cube, the number of faces is F, number of edges is E, and number of vertices is V. Find the value of F + E + V.
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 (a rectangular pyramid mounted over a cube):
Let the number of faces be F, the number of edges be E and the number of vertices be V. Then, find the value of F + E + V.