Help please?
I'll see what I can do to help. Might take a few. Be patient.
Okay. Any help is appreciated.
CMD = BAD so BAD = BCD therefore, CMD = BCD?
@petewe, you can't say CMD = BAD since that is not given.
It's also asking for a proof, which I don't understand how to even start because the example/practice problem that came with this was different than this question.
what kind of proof?
Angles A and M are congruent because KA = KM
Actually, @petewe did it
So I understand how he got that, but how do I put that as a proof?
CMD = CBD because of 2 equal angles in an isosceles triangle BAD = BCD because of 2 opposite angles in a quadrilateral
BAD not CBD ^
Statements |Reasons Parallogram ABCD |Given AK = AM |Given KAM = KMA |If two sides of a triangle are congruent, so are the opposite sides KAM = BCD |Opposite angles of Parallelograms are congruent BC || AD | Property of Parallelogram BCD ≅ CMD | Corresponding Angles are congruent
Actually, thanks! That makes sense. Wow I cannot believe I didn't see that.. Thank you both very much! Each answer was very helpful, so since petewe already have a medal for this, I'll give Hero mine. Again, thanks!
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