Question

The perimeter of a rhombus is 52 units. one of its diagonal is 24 units.what is its second diagonals length?

Answer 1

Hi friend...

Here is your answer....

Perimeter of rhombus = 4a

52=4a

52/4 = a

13 = a

Therefore the second diagonal is 13 units.

Answer 2

$\huge{\underline{\bold{\red{Solution:}}}}$

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$\textit{\textbf{\underline{Perimeter of a rhombus:}}}$

= > $\bold{4a \: (with \: side \: a)}$

= > $\textbf{4a = 52 \: then \: a = 13}$

.

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= > $\large{\bold{ \frac{52}{4} = a}}$

= > $\large{\bold{13 = a}}$

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$\textit{\textbf{\underline{Therefore, the second diagonal is}}}$$\textit{\textbf{\underline{13 units.}}}$

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$\bold{\fbox{Hope\:It\:Helps!!!}}$
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