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Question

Fill in the blanks to make the following statements true:

(i) A cuboid has.... vertices.
(ii) A cuboid has.... edges.
(iii) a cuboid has .... faces.
(iv) The number of lateral faces of a cuboid is .....
(v) A cuboid all of whose edges are equal is called a....
(vi) Two adjacent faces of a cuboid meet in a line segment called its....
(vii) Each edge of a cuboid can be obtained as aline segment in which two... meet.
(viii) ....... edges of a cube (or cuboid) meet at each of its vertices.
(ix) A...... is a cuboid in which all the six faces are squares.
(x) The three concurrent edges of a cuboid meet at a point called the ..... of the cuboid.

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Solution

(i) eight
(ii) twelve
(iii) six
(iv) four
(v) cube
(vi) edge
(vii) adjacent faces
(viii) three
(ix) cube
(x) vertex, or corner

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