Triangle Congruence - SSS, SAS, ASA, AAS, HL (Complete Geometry Course Lesson 4)
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- Опубликовано: 12 сен 2022
- In this fourth lesson of Mario's Math Tutoring's Complete Geometry Course we discuss how to prove triangles congruent by using SSS, SAS, ASA, AAS, and HL.
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I just started Geometry this year and have been completely lost, until I found your videos. I've been watching them and have actually been able to understand the concepts and bring my grades up. You're a wonderful teacher and I am eternally grateful!! Thank you so much!!
Great Video! I have been a fan for some years now and I appreciate everything you do for the struggling kids like me. You have made my scores go up so much!
Thank youuuu, I finally get a better understanding
This, as I know, is the most important topic. It helped me solve a lot of complex geometry problems!
I have a test tomorrow and this really helps
Game changing math video! 😎
تسلم يا حج والله انقذتني
Thank you so much! Your the reason I understand geometry. My grades have gone up a lot after watching your videos! Do you have a video explaining two collum proofs? Those have been difficult for me. Once again thank you so much you don't understand how much I appreciate you!
Yes I do! You can check my geometry playlists but here is one example: 2 Column Triangle Congruence Proof AAS
ruclips.net/video/lsAWjiuf9c8/видео.html
You are the man, looked for help on exams this week and this did the trick
Awesome!
I have a quiz tomorrow and I finally understand now after watching this video. Thank you and I will be subscribing!
Glad I could help!
Thank you for the amazing video that you have provided you have given me a much better understanding of what I was not able to understand in my own Geometry class environment I am truly grateful that I was able to find your channel to understand what I am learning in a better way.
Glad my video helped you!
Try Trisolve.
for quesiton number 9 (er) how do you know the base are both congruent because it isnt marked and i dont know if i should look judge off of how it looks. (reflexive property)
Thank you teacher
You are welcome!
So the consecutive angle theorem must be a bi-conditional if you use the converse to solve the problem.
Great video 👍
Thanks 👍
can example 8 also be ASA?
What grade level math is this?
We should promote these hard work as much as possible.
how do you deal with parallel lines crossing triangles?😕
You may be looking for something like this triangle proportionality video:
Triangle Proportionality Theorem
ruclips.net/video/HuolsUc3tJU/видео.html
What do I put if the congruent triangles only show the angles?
Just knowing the angles and nothing else is not enough to prove the triangles are congruent.
this is so hard
May I ask what part about it is difficult?
@@MariosMathTutoring yes
First