Suppose △ABC≅△EFG△.

Which congruency statement is true?

∠BAC≅∠FEG

AC¯¯¯¯¯≅FG¯¯¯¯¯

∠CBA≅∠GEF

AB¯¯¯¯¯≅EG¯¯¯¯¯

Question

Suppose △ABC≅△EFG△.

Which congruency statement is true?

∠BAC≅∠FEG

AC¯¯¯¯¯≅FG¯¯¯¯¯

∠CBA≅∠GEF

AB¯¯¯¯¯≅EG¯¯¯¯¯

texmechanica · Answer

For the ones with the lines. Those are supposed to be above the letters.

3mar · Answer

May I help?

texmechanica · Answer

Yes please

3mar · Answer

Thank you.

3mar · Answer

Are these triangles congruent?
△ABC≅△EFG

texmechanica · Answer

Yes, hence the equal to or greater than sign

3mar · Answer

This results in what?  (related to sides, not angles?

texmechanica · Answer

Well, I am not sure.

texmechanica · Answer

They're congruent in their sides I suppose

3mar · Answer

the corresponding sides are congruent also. Am I right?

texmechanica · Answer

Yes

3mar · Answer

Great!
can you list these corresponding congruent sides for me?

texmechanica · Answer

A and E      B and F          C and G

3mar · Answer

sides not angles

texmechanica · Answer

Oh....I think I'm lost.

3mar · Answer

do you know the difference between a side and an angle?

3mar · Answer

@TexMechanica

texmechanica · Answer

Yes, an angle is when two lines meet to form a point and a side is one of the lines.

3mar · Answer

great!
side's name is two letters (usually the start point and the end point) and angle's name is just the vertex letter of three sometimes.

texmechanica · Answer

Oh alright so one side is AB

texmechanica · Answer

Right?

3mar · Answer

Yes right

texmechanica · Answer

I think I got it, it's B.

3mar · Answer

Look!
corresponding means that
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