Hence, a square can be called a special type of rectangle. Learn Practice Download. Difference Between Square and Rectangle In geometry , there are many shapes like circles, triangles, squares, rectangles, cubes, cones, cylinders, and so on.
What is a Square and a Rectangle? Important Properties of a Square and a Rectangle 3. Difference Between a Square and a Rectangle 4. Why is a Square Called a Rectangle? Important Properties of a Square and a Rectangle.
Difference Between a Square and a Rectangle. Examples on Difference Between a Square and a Rectangle Example 1: Find the area of the following shapes with the given measurements. Got questions on squares and rectangles? Have them solved instantly. Cuemath's live online classes leave plenty of room for doubt clarification. Pick a date and experience a free trial class! Square — In geometry, a square is a four-sided polygon called a quadrilateral.
Aside from being called a quadrilateral, it is also labeled as a parallelogram opposite sides are parallel to each other. But there are many four-sided polygons such as trapezoids, cyclic quadrilaterals, trapeziums etc. It is actually a regular quadrilateral, and according to Euclidean geometry a mathematical system attributed to the Alexandrian Greek mathematician Euclid , it means a square is a polygon that is equiangular all angles are equal in measure and equilateral all sides are equal in length.
In the figure, BD and AC are the diagonals and are of the same length. Diagonals Bisect Each Other:. The diagonals of a rectangle will intersect at a point where they will bisect each other. Bisecting means dividing a line into two equal halves. A square is a quadrilateral with four sides. All of these four sides are equal. Similar to the rectangle, all the sides of a square meet at degree angle.
The diagonals, in this case, are AC and BD. In a square, opposite sites are always parallel. All Sides are Equal:. All sides of a square are equal. All the Angles are Right Angles:. In a square, the angles formed by the sides are right angles. In squares, adjacent angles are supplementary, i.
The diagonals of a square are equal to one another. In this case, the diagonals are BD and AC - which are both of equal length in squares. Diagonals are Perpendicular Bisectors:.
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