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Ok.
What do you think.
@gamer56
\[AC \approx DF\] \[CB \approx FE\] So what do you think it is.
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@confluxepic From my brain i think its C.
Yes.
@confluxepic Thanks, i looked up on google how to solve it and you helped alot also.
You're welcome.
I hope that what you Googled pointed out that the order is the key. It says \(\triangle ABC\cong \triangle DEF\) This means that A matches with D, B matches with E, and C to F. So if I had \(\triangle IJK\cong \triangle LTQ\) I would know that the vertex at I matched up with the one as L, and side \(\overline {IK}\) matches up with \(\overline {LQ}\) because I am taking ordered points and putting them in the same way.
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