Question

The are of rhombus is 120 ^2cm and one it's diognal is 16cm . Find the other diognal

Answer 1

$\huge\mathtt\blue{Given:}$ ⠀

• $\small\sf{The \:are \:of \:rhombus \:is }$$\small\sf{120}^{2}cm$
• $\small\sf{First\:Diognal\:=\:16\:cm.}$

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$\huge\mathtt\blue{Find:}$

• $\small\sf{Find\:The\:Other\:Diognal.}$

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$\huge\mathtt\blue{Solution:}$

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$\sf\purple{\bold{\underline{\underline{Using\:Formula\::}}}}$

• $\sf\small\red{Area\:of\:rhombus\:=}\:\sf\small\red{\frac{1}{2}}\:\sf\small\red{×\:d₁\:×\:d₂}$

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$\sf\pink{\bold{\underline{Let's\:Start-}}}$

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$\sf\small{\:\::⟹\:120\:=}\:\sf\small\frac{1}{2}\:×\:16\:×\:d₂$

$\sf\small{\:\::⟹\:d₂\:=}\:\sf\small\frac{120\:×\:2}{16}\:=\:15\:cm$

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• $\green{\bold{\underline{\underline{\boxed{\tt{∴ \:The \:other \:Diagonal\: is \:15\:cm.}}}}}}$

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$\sf\orange{\bold{IᴛsHᴀᴘᴘʏQᴜᴇᴇɴ03♡࿐}}$