Prove: Angle Bisector Theorem
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- čas přidán 10. 09. 2024
- Let's draw parallel lines to generate equal angles and use the resulting similar triangles to prove the angle bisector theorem.
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3:28 I got lost here, so just so no one else does, angle CAD is equal to CED because it's also equal to BAD! That's the theorem itself, the bisector of angle CAB makes CAD = BAD
😢
Beautifully explained sir thank you
Wow great sir, the way u taught will remain in brain 4 ever , thank u very much
Angke BAD=DAC (bissector) (1)
In triangle BAD:
SinBAD/x =sin(BDA)/a (2)
In triangle DAC:
Sin(DAC)/y=sin(ADC)/b
=sin(BDA) (3) :ADC=pi-BDA.
(1), (2) and (3) give: x/a=y/b.
why tf would you use trig in an easy problem?
@@lolerishype to solve it !
Amazing conclusion
Nice From India 🇮🇳🇮🇳🇮🇳🇮🇳
Superb explained in less time🤗🤗🤩
Thank You
Radhe Krishna Radhe Krishna
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For me proof using law of sines is clear
yeh
this problem is intended for geo 1 students (Grades 5-8).
@@lolerishype so but what is your problem here?
nice
Thanks
Nice
thanks sir
Thank you! The proof was very clear. Btw, are you from S. Korea?
yeh
It’s Japan probably
Your accent! 😍
very sexy proof. extremely justified
ARE YOU DREAMING?
video starts at 0:52
Sir , you're Korean .
Super
Are you from India sir ? ❤️
Didn't you notice by his way of speaking bro.
You can also prove this by using basic proportional theorem
Can you prove the length of AD is equal to sqrt(a*b-x*y)?
Yes
Usin theorem Talis
Hare Krishna Hare Krishna Krishna Krishna Hare Hare
Hare Ram Hare Ram Ram Ram Hare Hare
Found a pajeet
It's immediate with law of sines, using BAD = DAC and sin(BDA) = sin(ADC).
Very Bad Proof..... Not Justified
To me it is pretty goog! There are different ways to proof the math formula. You have to choose one of the ways you like.
lmao yes it is
I know it was like someone was on drugs the most stupid prove I have seen in my life even I tried it and do not make sense at all.
Eh