Math, asked by jahid2301, 9 months ago

The sides of a triangle are in ratio 3:5:2 and it's perimeter is 40 cm . Find the length of the 3 sides

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Answered by VIGYAS
21

Answer:

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Answered by Brâiñlynêha
41

\huge\bf\underline{\red{Solution:-}}

\sf\underline{\blue{\:\:\:\:\: Given:-\:\:\:\:\:}}

\sf\bullet Sides\:of\: triangle\:in\:ratio= 3:5:2\\ \\ \sf\bullet Perimeter\:of\: triangle=40cm\\ \\ \\ \sf\:\:\:\:{\purple{we\:have\:to\: calculate\:the\:sides\:of\triangle}}

\boxed{\sf{Perimeter\:of\: triangle= sum\:of\:all\:sides}}

\sf\bullet Let\:the\:side\:of\:triangle\:be\: n\\ \\ \sf\implies 3n,\:5n\:and\:2n

Now

\bf\underline{\underline{\red{A.T.Q:-}}}

\sf\implies Perimeter=sum\:of\:all\:sides\\ \\ \sf\implies 40=3n+5n+2n\\ \\ \sf\implies 40=10n\\ \\ \sf\implies \cancel{\dfrac{40}{10}}=n\\ \\ \tt\hookrightarrow n=4\\ \\ \sf\:\:\:\:Now\:the\: sides\:of\: triangle\\ \\ \sf\bullet 3n= 3\times 4\\ \sf\implies 12cm\\ \\ \sf\bullet 5n=5\times 4\\ \sf\implies 20cm\\ \\ \sf\bullet 2n=2\times 4\\ \sf\implies 8cm

\boxed{\sf{\dag{\purple{\:\:Sides\:of\:triangle= 12cm\:,20cm\:and\:8cm}}}}

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