PLEASE PLEASE HELP ME! Complete the pairs of corresponding parts if RST = TXY . https://media.glynlyon.com/g_geo_2012/4/page49a.gif S =? ∠XYT ∠XTY ∠TXY
Which angle is also in the same place on the other triangle?
STR =?? ∠XYT<?this ∠XTY ∠TXY RS =? TX<?this TY XY ST =? TX TY XYis it this?<
So s equals XYT?
The letter in the middle is the angle. So that is why S=TXY The T and the Y are the angles next to it. Thats why when you write it out it says TXY, Because X is in the middle. Did this make sense? I can explain it again....
It does kinda make sense.
Are my other answers right?
The 2 angles in the middle are equal to each other because they are on the same line. |dw:1376520174089:dw|
So if you think about it, the 2nd triangle is a reflection of the 1st. So you can pretend there is a mirror in the middle
So knowning this, you can say: R=Y T=T and S=X
So then the first one would be XTY. Because T=T. (they both have the T in the middle)
I feel like I'm explaining it kinda confusingly, if I am let me know ok? :)
The 2nd one was close! But remember the 2nd triangle is a reflection, so what would the answer be now?
lets see.. so the second is xy?
Yep!!!! :D and now what's the 3rd?
xt?
Yep! :D
So do you understand everything?
Yes, but could you help explain one more for me? I am so confused when it comes to triangles! lol
Wait, then would RT=? be ty?
This next one confuses me a little because the middle section of the triangles. https://media.glynlyon.com/g_geo_2012/4/page49b.gif A =? ∠FCE ∠FEC ∠EFC Does is equal FCE?
Lol ok :) So you know how the triangles are connected at that line at the bottom? That means that the angle T are the same for both triangles, because it is on the same line. So if you think about it, now T is on the left side of the 2nd triangle, while it is still on the right of the 1st triangle. That is why the 2nd triangle is a reflection of the 1st. Because T is on the opposite side. And yes RT=TY
YUCK! That second problem XD Well, look at it this way, there are 2 big triangles, ABD, and EFC. They are just cutting into each other. and kinda reflecting each other. So basically, it's like the same thing as the first problem except the triangles are crossing into each other
So that is why A= E
I figured it equals E since you told me its like a mirror. But does that mean A=FCE?
No, because the E has to be in the middle. |dw:1376521316566:dw| look at this example
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