How to find the side length of a rhombus with its diagonals?

1.	How to find the side length of a rhombus with its diagonals?
Answer» In the picture below, you can SEE a rhombus with its diagonals bisecting themselves. The red triangle has a RIGHT angle. USING Pythagorean THEOREM, you calculate the side of rhombus BC like this: BC2=CO2+BO2 BC2=(AC2)2+(BD2)2 BC=(AC2)2+(BD2)2−−−−−−−−−−−−√ where AC and BD are lengths of diagonals.

Answer»

In the picture below, you can SEE a rhombus with its diagonals bisecting themselves. The red triangle has a RIGHT angle. USING Pythagorean THEOREM, you calculate the side of rhombus BC like this:

BC2=CO2+BO2

BC2=(AC2)2+(BD2)2

BC=(AC2)2+(BD2)2−−−−−−−−−−−−√

where AC and BD are lengths of diagonals.

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How to find the side length of a rhombus with its diagonals?

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