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Do kites have angles

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Anonymous

8y ago
Updated: 8/17/2019

Yes, Every shape does!!

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Not true. A circle or an ellipse does not have an angle. Nor does a solitary straight line.

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Wiki User

8y ago

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Related Questions

What are Attributes of kites?

Kites are 4 sided quadrilaterals Kites adjacent sides are equal Kites have I pair of opposite angles that are equal Kites have 4 interior angles that add up to 360 degrees Kites have 2 diagonals that bisect each other at 90 degrees


Does a kites diagonals cross at right angles?

Yes, they do.


Are kites angles all equal?

Not all of them but only two angles in a kite are equal


What quadrilateral has no right angles?

A parallelogram, a rhombus, kites, arrowheads, trapezium and irregular quadrilaterals. However, some kites, arrowheads, trapezium and irregular quadrilaterals can have one (or more) right angles.


Are all kites quadrangles?

All kites are quadrilaterals having 4 sides and 4 interior angles that add up to 360 degrees


Can a kite always be inscribed in a circle?

not always, since sometimes kites may have a pair of opposite angles that are not supplementary. Special types of kites can be inscribed.


What quadrilaterals diagonals form right angles?

They are a square, a rhombus and a kite.


Do kites have congruent opposite angles?

Only the pair of angles opposite the line of symmetry are equal. The other two angles that are bisected by the line of symmetry are not equal. if these angles were equal then the shape would be a rhombus.


Which quadrilatral has three equal angles?

Some kites and irregular quadrilaterals. Certainly not a trapezium or parallelogram.


All what have four side and four angles?

squares rectangles Parallelograms Kites Rhombus a shoe box!


What are the quadrilaterals whose diagonals cross at right angles?

They are either kites or (if the diagonals bisect each other) rhombuses.


A quadrilateral with no right angles?

A quadrilateral with no right angles can refer to most kites, most trapezoids, some parallelograms, and a few quadrilaterals that cannot be classified any more specifically.