Two Column Proofs I Really Need Help!
Use ASA to prove that the two smaller triangles are congruent first.
For Question 19 use SAS
do you need more instructions?
It Has to Be in a Form Like This Statement: Reason:
Do you need guidance of the whole two-column concept or just this particular question?
I have no idea How to do them I always get them Wrong
If you will excuse me for 2 minutes, because my modem is malfunctioning and I have to reset it. Sorry for any inconvenience caused.
ok
i'm back now, how do you want me to teach you?
I could: (a) Give you all the steps (b) Guide you to the answer (c) Let you show me your attempt and I'll correct you
You choose what is best to you, in your opinion. (Everybody is different)
Could you tell me the answer and then tell me how you got them?
OK
Here is my attempt: \[\begin{array}{c|c} \mbox{Statements}&\mbox{Reason}\\\hline \angle BDA\cong\angle BDC&\overline{BD}\perp\overline{AC}\\\hline \overline{BD}\cong\overline{BD}&\mbox{equality is symmetric}\\\hline \angle DBA\cong\angle DBC&\overline{BD}\mbox{ bisects }\angle ABC\\\hline \Delta BDA\cong\Delta BDC&\mbox{ASA}\\\hline \angle A\cong\angle C&\mbox{corr }\angle s \end{array}\]
@Barbbiee
Is this 18?
you know, typing this out takes a lot of time, so you'll have to be super patient xD yes, it's q18
So I used ASA, first statement A, second statement S, third statement A.
Once I proved that the two triangles are congruent, the result immediately follows at the fifth statement.
what does Cor Mean ? corresponding ? && The Raeson For the first one what is the thing in between BD And AC
that thing \(\perp\) is perpendicular
I don't know what you guys call it in USA, but in here I call it corresponding angles
Yeah that's what we call it
so you get it?
yes I understand
I just dnt know how to write it out. can you help me with number 19 too? @kc_kennylau
\[\begin{array}{c|c} Statement&Reason\\\hline \overline{CA}\cong\overline{EA}&given\\\hline \angle CAB\cong\angle EAD&\mbox{vert opp }\angle s\\\hline \overline{AB}\cong\overline{AD}&given\\\hline \Delta ABC\cong\Delta ADE&SAS \end{array}\]
I know that you don't call it vert opp <s
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