Explanation
Step -1: Finding the number of dimensions of a solid.
A solid has length, breadth and height as dimensions.
∴
\textbf{Hence, a solid has 3 dimensions.}
\textbf{Step-1: Comparing with trapezium}
\text{The definition of a square does not comply with the}
\text{definition of a trapezoid. The definition of a trapezoid}
\text{is a quadrilateral (a closed plane figure with 4 sides) with exactly one pair of parallel sides.}
\textbf{Step-2: Comparing with other option}
\text{On the other hand, a square is a very special kind of}
\text{quadrilateral; A square is also a parallelogram because}
\text{it has two sets of parallel sides and four right angles. A}
\text{square is also a parallelogram because opposite sides}
\text{are parallel. A square is always a rhombus. A rhombus}
\text{is a quadrilateral with four congruent sides. If the rhombus has 4}
\text{right angles it may also be called a square. So every square is a rhombus.}
\textbf{Hence , Square is not a (C) trapezium}
Please disable the adBlock and continue. Thank you.