HEEEELLLPPPP!!! Complete the proof above. Be sure to include words such as angle, segment and triangle in your responses. Choose the justifications from the list below: Reflexive Property ASA Postulate LL Theorem Symmetric Property SSS Postulate HL Theorem Substitution Property SAS Postulate CPCTC Transitive Property AAS Theorem Triangle Inequality Theorem Pictures attached below.!
For (a) ---> Reflexive property means it is congruent to itself. So what do you think (a) will be?
@alexamoyaaax3
@alexamoyaaax3 please answer the question I can't wait forever.
SORRY! KA?
for (a) I gave an explanation. Read it and try and answer it for me pl.
Symmetric Property ?
The properties and postulates go to the right side of the table. Left side of the table is just segments or triangles or whatever you are trying to prove
Please take a look at the table and try and understand what is happening there
In the statements side you are comparing two segments or angles or triangles etc. On the Justifications side you are giving the reason why your statement on the left side is right
I don't know how its right though. I mean I'm really confused on this one,
Just start reading from last post.
You r ultimate goal is to prove segment RK is congruent to Segment PA. For that you need to prove certain other things which in turn will prove your goal.
You get that part right?
you have some things in your question (a), (b), (c), (d) etc. right You need to fill these spaces. Your left hand side you have to write the things that you are comparing, But for your justifications you have to choose from your list
OH okay. thank you so much !
you know how to do this now?
what will be for (a) now? Which two segments will be congruent because of Reflexive property
OK bye good luck with it
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