which statements are true for any kite?

a.) the diagonals are perpendicular
b.) the diagonals bisect each other
c.) the diagonals are equal in length
d.) the longest of the diagonals is a line of symetry

5 answers

b.) the diagonals bisect each other
d.) the longest of the diagonals is a line of symmetry
can you explain d.)
Certainly!

In a kite, the longest diagonal is called the "main diagonal" or "long diagonal." It connects the opposite vertices of the kite that are not adjacent to each other.

If the kite is symmetrical, which means it has a line of symmetry, the longest diagonal will lie on that line of symmetry. This means that if you were to fold the kite along its line of symmetry, the longest diagonal would perfectly overlap itself.

However, it's important to note that not all kites are symmetrical. In those cases, the longest diagonal may not be a line of symmetry.
explain simpler
Certainly!

In a kite, there are two diagonals - one that connects the opposite corners and another that connects the other pair of opposite corners.

For some kites, the longest diagonal is also a line of symmetry. This means that if you were to fold the kite in half along this longest diagonal, both halves would match up perfectly.

In other words, the longest diagonal divides the kite into two equal parts, making it symmetrical.
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