One diagonal of a rectangle is $18 cm$. What is the length of its other diagonal?

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Solution

Diagonals of a rectangle are equal.
Hence, by using above property we can say that the length of the other diagonal will be $18cm$ as well.
Therefore , The length of the other diagonal is $18 cm$.

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One diagonal of a rectangle is \(18 cm\). What is the length of its other diagonal?

Diagonals of a rectangle are equal.
Hence, by using above property we can say that the length of the other diagonal will be \(18cm\) as well.
Therefore , The length of the other diagonal is \(18 cm\).

One diagonal of a rectangle is \(18 cm\). What is the length of its other diagonal?​

Diagonals of a rectangle are equal.​ Hence, by using above property we can say that the length of the other diagonal will be \(18cm\) as well.​ Therefore , The length of the other diagonal is \(18 cm\).​

One diagonal of a rectangle is \(18 cm\). What is the length of its other diagonal?

Diagonals of a rectangle are equal.
Hence, by using above property we can say that the length of the other diagonal will be \(18cm\) as well.
Therefore , The length of the other diagonal is \(18 cm\).