Shapes that have the same attributes as a rectangle include squares and parallelograms. A square is a special type of rectangle with all sides equal, while a parallelogram has opposite sides that are equal and parallel, and its angles can also be right angles, making it resemble a rectangle. Additionally, any shape that has four right angles and opposite sides that are equal will share the same attributes as a rectangle.
Only other rectangles.
Triangle square & rectangle
they r both shapes.
they are shapes that are the same on the other side e.g a rectangle ....if you put a mirror on the shape if you look in the mirror it will look the same
No. All of a square's sides are the same size.
They are both geometric shapes
Only other rectangles.
If the attributes of a rectangle are considered to be:it has two pairs of parallel sidesopposite sides are equal in lengthall angles are 90°the diagonals are equal and bisectThen only a square also has those attributes. If it is a further requirement that the two pairs of opposite sides are such that in each pair the lengths of the sides are the same, but the lengths of those two pairs are different, then only a rectangle is a rectangle.
Triangle square & rectangle
they r both shapes.
square and rectangle
they are shapes that are the same on the other side e.g a rectangle ....if you put a mirror on the shape if you look in the mirror it will look the same
A rhombus.
rectangle has 4 shapes
No. All of a square's sides are the same size.
attributes are different from others.
In mathematics, properties of shapes refer to the characteristics and attributes that define and describe those shapes. These can include attributes such as the number of sides, angles, symmetry, area, perimeter, and congruence. Properties help in classifying shapes and understanding their relationships, providing a foundation for geometric concepts and theorems. For example, a rectangle has the properties of having four right angles and opposite sides that are equal in length.