00:01
Okay, so what exactly is side -side -side -conquerqueer? well, i have one pair of sides.
00:06
Two pairs of sides that are equal, and i need a third pair of sides that are equal.
00:09
So to mark this, i need another one, two, three pairs of sides are equal of two triangles.
00:15
What about angle side angle? this one's a little tricky because notice in these triangles, they already share an angle.
00:23
They already share a side.
00:24
So i have one pair of angles equal, another pair of angles equal over here, and then since they both overlap with the same side, i need a side that's between the two angles to prove that they're congruent.
00:37
And this is very similar in angle -side angle for over here.
00:46
So i have two angles.
00:48
Angle -angle corresponds to the right angle and the middle angle, and i need a side that's between those two angles, right? then contrast this with, let's actually jump to five, angle -angle -side...
