If ABC - DEF- then- the side of nbsp- DEF that corresponds to the side AB of ABC is -DEEFFDNone of the above

The correct option is A DE If ABC∼ DEF Then, corresponding sides are in proportion. ⇒AB/DE = BC/EF = CA/FD So, side DE of triangle DEF corresponds to side AB ...

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Byju's Answer

Standard IX

Mathematics

Similarity of Triangles

If ABC ∼ DEF,...

Question

If $△ A B C \sim △ D E F,$
then, the side of $△ D E F$ that corresponds to the side AB of $△ A B C$ is ______.

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None of the above

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Solution

The correct option is A DE

If $△ A B C \sim △ D E F$
Then, corresponding sides are in proportion.
$\Rightarrow \frac{A B}{D E} = \frac{B C}{E F} = \frac{C A}{F D}$

So, side DE of triangle DEF corresponds to side AB of triangle ABC.

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Similar questions

Q. If,

△

ABC is congruent to

△

DEF as side AB = side DE and side BC = side EF, then,

∠

C corresponds to which angle of

△

DEF?

Q. Which side of

△

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DEF?

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

Q. Correspondence

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△ A B C

and

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is similarity. If

A B + B C = 10

and

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and

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then

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=_____

△ A B C \sim △ D E F

. Their areas are

64 {c m}^{2}

and

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.
Then ratio of corresponding sides

=

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If △ABC∼△DEF, then, the side of △DEF that corresponds to the side AB of △ABC is ______.

The correct option is A DE If △ABC∼△DEF Then, corresponding sides are in proportion. ⇒ABDE = BCEF = CAFD So, side DE of triangle DEF corresponds to side AB of triangle ABC.

If $△ A B C \sim △ D E F,$
then, the side of $△ D E F$ that corresponds to the side AB of $△ A B C$ is ______.

The correct option is A DE

If $△ A B C \sim △ D E F$
Then, corresponding sides are in proportion.
$\Rightarrow \frac{A B}{D E} = \frac{B C}{E F} = \frac{C A}{F D}$

So, side DE of triangle DEF corresponds to side AB of triangle ABC.