148k views
5 votes
20 points! Please help with these questions, I don't understand at all. I've been trying for like 4 hours now. (highlighted questions are my guesses)

20 points! Please help with these questions, I don't understand at all. I've been-example-1
20 points! Please help with these questions, I don't understand at all. I've been-example-1
20 points! Please help with these questions, I don't understand at all. I've been-example-2
20 points! Please help with these questions, I don't understand at all. I've been-example-3
20 points! Please help with these questions, I don't understand at all. I've been-example-4
20 points! Please help with these questions, I don't understand at all. I've been-example-5
User Waveter
by
3.4k points

2 Answers

4 votes

1. Like the person above said; An included angle is an angle between two sides of a triangle. It can be any angle of the triangle. Both of this lines have this angle similar.

2. AAS.

3. ASA.

4. SAS

5.SAS

User Benbob
by
3.3k points
3 votes

Answer:

Most of your answers look answers look perfect too me!

Explanation:

Here's way I think so

1. *Correct* An included angle is an angle between two sides of a triangle. It can be any angle of the triangle. Both of this lines have this angle similar.

2. *Incorrect*I think, ( I am dearly sorry of I am wrong ), I believe that it is AAS because as you can see, Their are two angles marked as congruent in the triangle, and one side as well *The side in the middle of the shape the triangles are making.* Their is no other way to prove that their are more than one side that is congruent.

3. *Correct* Both triangle's meet at the one point/ angle N. Which make it a congruent angle as well. This make it have a side inside of two angles. ASA.

4.*Correct* Same as 3. But this time Their is a angle inside of two sides. SAS

5. *Incorrect* I'm kinda tired of typing....BUT! I think that of and triangles share a side, Then that side is congruent on both sides. (Again, PLEASE excuse me of I am wrong.!!)

User SMshrimant
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4.1k points