no, it crosses many angles
11 year Rex
Because its diagonals are perpendicular
The diagonals of a kite cross each other at right angles
Yes
Yes, the diagonals of a kite do cross at 90 degrees. In a kite, one diagonal bisects the other, and the angles formed at the intersection are right angles. This property is a key characteristic of kites, distinguishing them from other quadrilaterals.
A kite, a rhombus (special case of a kite), a square (a special case of rhombus).
perpendicular. meaning that they make a right angle when they cross
Because its diagonals are perpendicular
The diagonals of a kite cross each other at right angles
Yes
yes because it has a diagonals intersects in the centnre
kite
Yes, the diagonals of a kite do cross at 90 degrees. In a kite, one diagonal bisects the other, and the angles formed at the intersection are right angles. This property is a key characteristic of kites, distinguishing them from other quadrilaterals.
A kite, a rhombus (special case of a kite), a square (a special case of rhombus).
1) Diagonals intersect at right angles. 2) The diagonal bisecting the angle between the two longer sides also bisects the other diagonal. 3 The area of a kite = the product of both diagonals ÷ 2.
Because in both cases their diagonals cross at right angles So their areas are: 0.5*product of diagonals
1 A square 2 A rectangle 3 A right angle trapezoid 4 An irregular pentagon 5 The diagonals of a rhombus 6 The diagonals of a kite
A four-sided figure whose diagonals are perpendicular is a kite. In a kite, two pairs of adjacent sides are equal, and the diagonals intersect at right angles. Additionally, one of the diagonals bisects the other, creating symmetry in the figure. Other quadrilaterals, like rhombuses, also have perpendicular diagonals, but a kite is specifically defined by its side lengths and angle properties.