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In △ABC , m∠B=48° and m∠C=22° . In △DEF , m∠D=48° and m∠F=25° .
Which statement about the triangles is true?

A)Not enough information is given to determine if △ABC is similar to △DEF

B)△ABC is not similar to △DEF .

C)△ABC is similar to △DEF

Respuesta :

sophia97
I think that the answer is C, Triangle ABC is similar to Triangle DEF

I hope that this helps
:)

Answer:

Option B) △ABC is not similar to △DEF

Step-by-step explanation:

There are two triangles given ABC and DEF.

GIven that angle B =48 and C =22.

The third angle A = 180-(48+22) = 110

In second triangle angle D = 48 and angle F =25

The third angle = 180-(48+25)

=107

On comparing the angles of both triangles, we find that only one angle is congruent and other two are different

So these two triangles cannot be similar as for similarity all angles should be congruent.

So answer is

Option B) △ABC is not similar to △DEF .

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