a square
Equal diagonals refer to the diagonals of a geometric shape that are of the same length. In polygons, such as rectangles or squares, the diagonals are equal due to their symmetrical properties. For example, in a rectangle, both diagonals connect opposite corners and are equal in length, whereas in other shapes like trapezoids, the diagonals may not be equal. Equal diagonals play a key role in various geometric properties and calculations.
Two pairs of touching sides are the same length. The diagonals meet at right angles. Opposite sides are not parallel.
A rectangle.
It is a rhombus
a square
a pentagon
Equal diagonals refer to the diagonals of a geometric shape that are of the same length. In polygons, such as rectangles or squares, the diagonals are equal due to their symmetrical properties. For example, in a rectangle, both diagonals connect opposite corners and are equal in length, whereas in other shapes like trapezoids, the diagonals may not be equal. Equal diagonals play a key role in various geometric properties and calculations.
A rectangle (or square), isosceles trapezium and some kites.
Two pairs of touching sides are the same length. The diagonals meet at right angles. Opposite sides are not parallel.
A rectangle.
The shape you are describing is a rhombus. A rhombus has two pairs of parallel sides, with opposite sides being equal in length. The diagonals of a rhombus are also equal in length, but they do not intersect at 90 degrees; instead, they intersect at a 90-degree angle.
It is a rhombus
The sides of a rhombus must all be the same length, but the angles do not need to be the same. The result is a diamond shape where the diagonals can be two different lengths.
triangle
A square and a rectangle have diagonals of equal lengths
A Rectangle.