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ΔАВС ~ ΔDEF such that ar(ΔАBC) = 36 cm^2 and ar(ΔDEF) = 49 cm^2. Then, the ratio of their corresponding sides is ______.

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Question

ΔАВС ~ ΔDEF such that ar(ΔАBC) = 36 cm2 and ar(ΔDEF) = 49 cm2. Then, the ratio of their corresponding sides is ______.

Options

  • 36 : 49

  • 6 : 7

  • 7 : 6

  • `sqrt(6) : sqrt(7)`

MCQ
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Solution

ΔАВС ~ ΔDEF such that ar(ΔАBC) = 36 cm2 and ar(ΔDEF) = 49 cm2. Then, the ratio of their corresponding sides is 6 : 7.

Explanation:

`((AB)/(DE))^2 = (ar(ΔABC))/(ar(ΔDEF))`

= `36/49`

= `(6/7)^2`

⇒ `(AB)/(DE) = 6/7`

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Chapter 7: Triangles - MULTIPLE-CHOICE QUESTIONS (MCQ) [Page 456]

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R.S. Aggarwal Mathematics [English] Class 10
Chapter 7 Triangles
MULTIPLE-CHOICE QUESTIONS (MCQ) | Q 44. | Page 456
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