if 2 triangles are actually congruent, then angle Z = angle S

side-side-side. sas is side-angle-side

I mean for proving the congruence if that’s any different

I'm too far out of math classes for this. I was playing that X=R, Y=S, & Z=T.

okay gimme one sec

Like this

Everything is already given to you. Just label the diagram and you will know which congruent tyle you are dealing with

in this example, you know the two angles and one side, therefore it can only be asa

My brain hurts

Ah

My town just had there mock trial competition

My team won 126-100

<:ExcitedPepe:781198443665424424>

good job

<:ExcitedPepe:781198443665424424> <:ExcitedPepe:781198443665424424>

Anyone wanna teach me trigonometry? I’ve doing online school so I don’t really elbow what I’m doing. And once state testing comes I’m screwed

Sure

What'da want to know? remember So cah toa

S o/a c a/h to/a

So that means since of an angle=oppsite side from angle divided by addjaicant (non hypoutinouse side)

Basically everything when I get home I can tell you the specifics

Sure

Cos of an angle ='s adject side (not hypitounouse) divided by hypontinuse

tan of an angle equal's opsite/adjacant (not HYP)

Thats bout it

What math are you in

The quarter just started so this is all we have

Oh that stuff, that's not that hard

It's just more things to use in proofs

Even though it's really confusing at first. Once it clicks, it's easy

At least it will be till you get cpctc

those should be easy to get 👍

That's a little hard in general

the concept of asa, sas and sss are pretty easy to grasp imo

cpctc is just combining it

i'm more nervous of big diagrams where you have to go through multiple steps and have small triangles within big triangles <:SadPepe:801485397678489660>

Thats easy

triangle proofs freshman year were epic

Angle side angle, side and side, and side side side state that if atleast those are congruent than the trinagle is