Question

A figure is said to be regular if its sides are equal in length and angles are equal in measure. What do you mean by regular quadrilateral?

Answer 1

Hint: Remember all the shapes with their properties and compare them to the question given, then find the relevant properties of the shape to describe it. The regular quadrilateral will have a particular definition so use it.

Complete step-by-step answer:
The sides and angles of the regular are equal.
If we remember all the shapes like rectangle, triangle, square, and rhombus, it can be observed that only the square is well fitted to the given data, it means the square has the following properties.

I.The square has four sides and is equal in measure.
II.The square has four angles and does have each 90 degree, which means all the four sides are equal
Then the figure mentioned in the question could be square.
Come to the regular quadrilateral, it is defined as that four sides with equal lengths and four equal angles is called the regular quadrilateral, so the example of a regular quadrilateral is square.
Therefore, the square will be a regular quadrilateral.

Note: Don’t get confused with the properties of the shape, before answering this question we have to be aware about all the properties of the shape in the geometry, and we have to be aware about the properties of a regular quadrilateral without fail. By this, we can compare the statement provided in the question and the regular quadrilateral and also it could be easy to define the required question.