The length and width of a rectangle is the same as the length and width of the opposite sides.
A rectangle with four equal sides would not be a rectangle, it would be a square. In a rectangle opposite sides are equal in length and are parallel.
All four sides of a square are equal in length. Only the opposite sides of a rectangle are the same length. The adjacent sides are different in length.
Its 2 opposite sides are equal in length
Its 2 opposite sides are equal in length
The length and width of a rectangle is the same as the length and width of the opposite sides.
Yes A parallelogram has opposite sides parallel and equal in length. Does a rectangle have opposite sides parallel and equal in length? Yes Thus a rectangle is a parallelogram.
No, a rectangle has opposite side which are equal in length.
A rectangle has two pairs of equal sides. In other words, opposite sides of a rectangle are equal in length. This property distinguishes a rectangle from a square, which has all four sides equal in length.
A rectangle with four equal sides would not be a rectangle, it would be a square. In a rectangle opposite sides are equal in length and are parallel.
Tessellate2D shapesQuadrilateralfour sides
A square is rectangle with all its sides are equal in length. The rectangle has: (a) opposites sides are parallel. (b) opposite angles are equal
A square is a rectangle because the definition of a rectangle is that it has four straight sides and the opposite sides are equal in length. Squares have four straight sides, and their opposite sides match up in length. Therefore, a square is also a rectangle.
All four sides of a square are equal in length. Only the opposite sides of a rectangle are the same length. The adjacent sides are different in length.
In a rectangle, opposite sides are of equal length. So basically, the two shorter sides are the same length as each other, and the two bigger sides are equal length to each other. However, the short and long sides aren't equal.
A Rectangle
Its 2 opposite sides are equal in length