The diagonals in a kite are always equal in length.
True or false
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The diagonals in a kite are always equal in length.
This statement is False
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The statement is false.
- The kite is a quadrilateral.
- It occupies two pairs of sides that are both the same length and are next to one another.
- The considerable length of the kite's two diagonals always naturally differs.
- The diagonals of this figure cross at right angles, and it can be observed that the more significant diagonal splits the shorter diagonal in half.
- It respectively has a reflection symmetry across one of its diagonals since it is symmetrical around its major diagonal.
- It is split into two isosceles triangles by the shorter diagonal.
- Therefore, the given statement - The diagonals in a kite are always equal in length is False.
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