Because its diagonals are perpendicular
The diagonals of a kite cross each other at right angles
Yes
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.
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
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
It is right through the middle
It is a kite whose diagonals are perpendicular to each other and form 4 right angles.