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Standard IX

Mathematics

Application of BPT

ABC ∼ EDF...

Question

$△$ ABC $\sim$ $△$ EDF and $△$ ABC is not similar to $△$ DEF. Which of the following is incorrect?

\times

DE = AB

\times

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\times

EF = AC

\times

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\times

DE = AB

\times

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\times

EF = AC

\times

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Solution

The correct option is C BC $\times$ DE = AB $\times$ EF
Simple use the simitry rule and find the ans

Suggest Corrections

Similar questions

Q. Correspondence

A B C ⟷ D E F

△ A B C

and

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Q. Correspondence ABC

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In right triangles ABC and DEF, if hypotenuse AB = hypotenuse EF and side AC = side DE, then △ABC is congruent to

Q. If

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~

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DEF and AB = 12 cm, BC =8, AC = 15, DE = 18, then find EF and DF.

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△ ABC ∼ △ EDF and △ ABC is not similar to △ DEF. Which of the following is incorrect?

The correct option is C BC × DE = AB × EFSimple use the simitry rule and find the ans

$△$ ABC $\sim$ $△$ EDF and $△$ ABC is not similar to $△$ DEF. Which of the following is incorrect?

The correct option is C BC $\times$ DE = AB $\times$ EF
Simple use the simitry rule and find the ans