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Supply the missing reasons to complete the proof.Given: side AB is congruent to side BC and side AD is congruent to side DC Prove:
Do you know what the reflexive property is?
a. <a is congruent to <c; AAS b. Side BD is congruent to side BC; SAS c. Side BD is congruent to side DB;SSS d <a is congruent to <c; ASA
Yes. It's congruent to it's own angle or something like that lol
like any number is equal to itself
The reflexive property for equality says that 5=5. The reflexive property for congruence says that side AB is congruent to side AB or angle A is congruent to angle A.
The reason given in step 2 is reflexive. That means the statement must be that something is congruent to itself. What might that be that would help prove the triangles congruent?
Ohhhh okay. So relexive property is only for equal numbers to equal themselves and reflexive property only involves sides to be congruent to themselves?
<a and < c
Yes...the reflexive property for congruence involves sides, angles, congruent to themselves.
So if I say <a is congruent to <c, is that saying that an angle is congruent to ITSELF
oh wait noo nvm haha
A and C are two DIFFERENT angles
ohh okay. i got it now. its <bd is congruent to <db
yes
oaky thank you so much!! so it would be SSS property
yes
yw
I loveee you. Your a very good teeacher
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