You are absolutely the best! You make the work much more easier to understand and I hope you never stop helping others with their math and science problems
I didn't understand EVERY thing in this video (ie, last 2 minutes, I got a bit lost), but I learned so much useful stuff overall, including those generally useful (and sometimes indeed VITAL) maths techniques that OCT reminds us of and gives us practice on now and again, for which I am so grateful.
MR. Organic Chemistry Tutor, thank you for another fantastic video/lecture on the Triangle Proportionality Theorem, Side Splitter and Angle Bisector Theorems in Plane/Solid Geometry. I found this topic a bit challenging, so I will continue to review this subject matter for a deep understanding.
Thales Theorem - paralles lines divide triangle sides proportionally. You can't use size-split theorem for parallel lines. Angle bisector theorem - if a ray bisects the angle, the opposite side is proportional to its adjacent sides
The side splitter theorem is the converse of the triangle proportionality theorem. Would it have been more accurate to have written Triangle Proportionality Theorem up top when explaining that problem?
Thanks for the amazing video, but at 9:20 the video doesn't show the final answer for the sum of both x and y. I wonder if someone can help me with this.
In the first example......why is the longest length AB and BC written on top.....and why is it written AB......bottom to top and BC is writen bottom to top
look at the example of the side splitter theorem and the ratios used. then apply the same ratios in the smae place to the new problem and finish with algebraic arithmetic.
Final Exams and Video Playlists: www.video-tutor.net/
learned more in the first 2 minutes than the past week in geometry, thank you so much
Sameee
U don’t pay attention in class?
@@JustThatGuy95 shitty teacher
@@JustThatGuy95 some ppl do pay attention they just don't understand and/or their teacher teaches it in a way that they can't understand
NICE
Never stop, I apreciate you!
You are absolutely the best! You make the work much more easier to understand and I hope you never stop helping others with their math and science problems
I didn't understand EVERY thing in this video (ie, last 2 minutes, I got a bit lost), but I learned so much useful stuff overall, including those generally useful (and sometimes indeed VITAL) maths techniques that OCT reminds us of and gives us practice on now and again, for which I am so grateful.
You're the best man.
You organize data systematically...
And the explanations are clear...
Keep it up man
All the way from Zambia..👌🏼👍👍👏
MR. Organic Chemistry Tutor, thank you for another fantastic video/lecture on the Triangle Proportionality Theorem, Side Splitter and Angle Bisector Theorems in Plane/Solid Geometry. I found this topic a bit challenging, so I will continue to review this subject matter for a deep understanding.
Thank you so much. I am learning new things everyday with you!
This theorem's proof is too beautiful. You should make a video about it!
Correct me if I'm wrong but isn't its proof something that has to do with triangles?
@@mitth_raw_nuruodo what do you mean?
@@joaohax52 the proof of the theorem involves triangles, right?
@@mitth_raw_nuruodo yes since the theorem itself involves triangles
BROOO you literally saved me and my grades thanks buddy , keep up the good work 💪❤❤😄😄
you taught me more in 23 minutes than i did 2 months, thanks chemistry tutor
so helpful wouldnt have passed if I hadnt watched this!
Thanks alot man !
I appreciate your hard work !
Just do the top bottom method 8 over 12 =6 over x then cross multiply 8x= 72 then divided by 8 on both sides giving you 9
Thales Theorem - paralles lines divide triangle sides proportionally. You can't use size-split theorem for parallel lines.
Angle bisector theorem - if a ray bisects the angle, the opposite side is proportional to its adjacent sides
Why does 8y change to 14y in question 3
Helped a lot. Thanks
Thank you!
You are brilliant teacher all of
I hope that i could get some high score thank you for everything you made my day!
Thanks
please start making tutorial videos for college students
i pass my GCE with A s thanks to you but i need you again
The side splitter theorem is the converse of the triangle proportionality theorem. Would it have been more accurate to have written Triangle Proportionality Theorem up top when explaining that problem?
you jus saved me from failing 🙌🏾
Thanks for the amazing video, but at 9:20 the video doesn't show the final answer for the sum of both x and y. I wonder if someone can help me with this.
Thanks 👍🏻
what chnged the the 8y to 14y?
You help so much thank you
thank u!
Thx I really needed this and it really helped
Thank you God bless you Sir ^^
i love it😊
Thanks !!!!
Pove the theorem of angle bisector and proportional parts pls
8:44, if you only know that CB=12, EC and DB are equal, and that AE=16, how do you find AC?
my teacher looking at me watching this video finally understanding everything after he just teached me this for a month: 😃
Idk if you know that 17 whole egyptian schools completely depend on you
Stem?😂
@@renalm8160 yup
In the first example......why is the longest length AB and BC written on top.....and why is it written AB......bottom to top and BC is writen bottom to top
for the 2nd to last problem i have an easier way to calc it. Set 8/x = 26(total of left side)/65(total of right side) = 26x=520 =520/26=DF=20 :)
Side splitter theorem cross multiple
Thannnnnnnkkkkk youuuuuuuuuu
Hi, what does it mean by "similar", does it mean that they are same?
angles are congruent and sides are proportional (they have the same shape) eheh
@@niamhmcauliffe7745 thank you
3:21 side splitter theorem
YES THANK YOU SO MUCHCHCHCHV
i love you
How is it possible that AB and CB are not the same length?
youre a pretty cool fella
He makes this so complicated
16:29
Not - the side fluid theorem, but -the side splitter theorem.. I assume that is what you meant to say???
All of a sudden there’s a 14y. This guy is nuts.
yea the video cuts off on the most complex question. ugh
@@triple_gem_shining I wonder if he realised shame probably not. editing glitch maybe .
9:21 who realized that he start all over again?
Vera...
i dont understand how to set up ratios
I thought parellel dont intersect
trey Williams they dont but the transversal (which are the lines that intersect parallel lines) do
8:21 someone died... siren*
5:12
this is very time consuming, please help
look at the example of the side splitter theorem and the ratios used. then apply the same ratios in the smae place to the new problem and finish with algebraic arithmetic.
🥺❤️
Tee hee it’s says 69 2:50
shut up, go back to Reddit.
Z
I didn't understand anything. U were talking too fast
Thanks
Thanks a bunch
You're the best man.
You organize data systematically...
And the explanations are clear...
Keep it up man
All the way from Zambia..👌🏼👍👍👏
@Terry Park why ?
@@ornelassilva6690 hes spamming it on every video