One diagonals of a rectangle is 18 cm- What is the length of its other diagonals-

Question

Toppr Admin · Accepted Answer

We know that-In a rectangle the diagonal are equalHence-AC-BD-Given that one diagonal of a rectangle is -18- cm-Hence- the other diagonal of a rectangle wll be -18- cm-Therefore- the length of the other diagonal is -18- cm-

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

We know that,
In a rectangle the diagonal are equal
Hence,
$$AC=BD$$
Given that one diagonal of a rectangle is $$18\ cm$$
Hence, the other diagonal of a rectangle wll be $$=18\ cm$$
Therefore, the length of the other diagonal is $$18\ cm$$

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

We know that,In a rectangle the diagonal are equalHence,$$AC=BD$$Given that one diagonal of a rectangle is $$18\ cm$$Hence, the other diagonal of a rectangle wll be $$=18\ cm$$Therefore, the length of the other diagonal is $$18\ cm$$

We know that,
In a rectangle the diagonal are equal
Hence,
$$AC=BD$$
Given that one diagonal of a rectangle is $$18\ cm$$
Hence, the other diagonal of a rectangle wll be $$=18\ cm$$
Therefore, the length of the other diagonal is $$18\ cm$$