How to find the length of the diagonal of a rhombus

Practice Questions

Advanced Geometry › How to find the length of the diagonal of a rhombus

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is a rhombus. Find $m(\overline{BD})$ .

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is rhombus with side lengths in meters. $\overline{AB} = 13$ and $\overline{BD} = 10$ . What is the length, in meters, of $\overline{AC}$ ?

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is a rhombus with side length . Diagonal $\overline{BD}$ has a length of . Find the length of diagonal $\overline{AC}$ .

Assume quadrilateral $\small JKMN$ is a rhombus. If the area of $\small JKMN$ is $\small 273$ square units, and the length of diagonal $\small \overline{JM}$ is $\small 13$ units, what is the length of diagonal $\small \overline{KN}$ ?

The area of a rhombus is . The length of a diagonal is twice as long as the other diagonal. What is the length of the shorter diagonal?

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What is the second diagonal for the above rhombus?

Assume quadrilateral $\small EFGH$ is a rhombus. If the perimeter of $\small EFGH$ is $\small 24$ and the length of diagonal $\small \overline{EG}=10$ , what is the length of diagonal $\small \overline{FH}$ ?