In \triangle A B C and \triangle D E F, we have \frac{A B}{D F}=\frac{B C}{D E}=\frac{A C}{E F}, then which of the following is true?

Correct Answer is : △BCA∼△DEF

\triangle B C A ∼ \triangle D E F

\triangle D E F ∼ \triangle A B C

\triangle D E F ∼ \triangle B A C

\triangle C A B ∼ \triangle D E F

SSC CGL 24 Aug 2021 Shift 2 Paper

Question : 56 of 100

Marks: +1, -0

△ A B C

and

△ D E F

, we have

\;{A B}/{D F}=\;{B C}/{D E}=\;{A C}/{E F}

, then which of the following is true?

Solution:

Given,

\;{A B}/{D F}=\;{B C}/{D E}=\;{A C}/{E F}

Side

B C=D E

Side

B A=D F

Side

A C=E F

So,

△ B C A ∼ △ D E F

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