I honestly was having a very hard time in finding angles as well as proving of course, but ever since I started watching your videos I'm confidently and proudly saying I now understand Euclidean though i have to do more practice to familiarise myself with it like you always say. I appreciate it, thank you sir, your efforts mean a lot🙏🏾
Hhay Bo This Is Much Simpler Now That You've Just Explained Everything. Just Realized That I'm Able To Find The Angles From Your Examples Before You Help Us Find Them And Their Reosons. Thank You So Much Sir
In this video, the first example after theorem 9, both the angles are at the circumference but no equal why? One is 35 and one is 70 ,what's the difference
Thank you so much this is so helpful I never understood it in class but you have explained so well keep and now I understand when you say it's "one body of knowledge" you can't just jump the gun lol keep doing what you do best road to 100k
Thank you for explaining the first part. It is the most confused part, the tangents, secants and line segments and arcs. And it seems you deliberately jumped the hardest theorem of them all, theorem 4 and its corollaries. Great lesson though much appreciated
Thank you for the compliment… I didn’t skip theorem 4 . It must’ve happened been an error that happened upon edit. We end up with so many files that it ends up getting confusing at times. I wish you could see the process I don’t deliberately skip anything because I created this channel to bridge that gap. I’m glad that I have people like you to keep me in check from a content perspective. Thank you for the comment 😊
sir, for example 2 would it be incorrect to first find angle p (angles of a straight line by subtracting 180-120=60) and since angle y is =90 (exterior angles of a cyclicquad) can i find z by angles of a triangle (60+90+z=180)?
Greetings Sir can I ask a question real quick for Example 1 can't you say y=70 reasoning with Alt Ls because AO//BC from there on you also say x=70 reasoning with Ls in the same seg?
Thank you so much for your lessons I didn't understand a thing about this topic till I watch your videos, write notes and practice while you teaching. I felt like a dom kop when it comes to Uecledine Geometry 😰
Sir for example number 2 we had already established that SRQP is a cyclic quad so to find z why did'nt we use the ' opposite angles of a cyclic are supplementary ' reason to find the z ?
All the best matric 2024!
I honestly was having a very hard time in finding angles as well as proving of course, but ever since I started watching your videos I'm confidently and proudly saying I now understand Euclidean though i have to do more practice to familiarise myself with it like you always say. I appreciate it, thank you sir, your efforts mean a lot🙏🏾
I sincerely appreciate it… I’m glad our efforts are able to help
last push...2k24 class was here!!!
thank you so much uncle Mlu for everything you've helped with🙌🙌🙌🙌✝
You are very welcome
I am writing my math exam paper in an hour...and this is very helpful!!Thanks👍
You’re welcome
Making me fall in love with this chapter ❤
You’re welcome ☺️
Hhay Bo This Is Much Simpler Now That You've Just Explained Everything. Just Realized That I'm Able To Find The Angles From Your Examples Before You Help Us Find Them And Their Reosons. Thank You So Much Sir
How amazing is that?
Why did you skip theorem 4
I was also wondering 🤔
Sizophasa
Kamnandi kanjani
In this video, the first example after theorem 9, both the angles are at the circumference but no equal why?
One is 35 and one is 70 ,what's the difference
Thank you so much this is so helpful I never understood it in class but you have explained so well keep and now I understand when you say it's "one body of knowledge" you can't just jump the gun lol keep doing what you do best road to 100k
Thank you so sooooo much… 100k on the horizons. Let’s go!!!
Thanks man, now I'm ready for math paper 2
Thank you for explaining the first part. It is the most confused part, the tangents, secants and line segments and arcs. And it seems you deliberately jumped the hardest theorem of them all, theorem 4 and its corollaries. Great lesson though much appreciated
Thank you for the compliment… I didn’t skip theorem 4 . It must’ve happened been an error that happened upon edit. We end up with so many files that it ends up getting confusing at times. I wish you could see the process
I don’t deliberately skip anything because I created this channel to bridge that gap. I’m glad that I have people like you to keep me in check from a content perspective.
Thank you for the comment 😊
@@MlungisiNkosi Oh yes 😅 Much appreciated as well
Thank you i do understand Euclidean geometry now...I like the way u explain the Question by steps until u reach the answer...
You just opened my eyes❤😂🎉
Awesome 🤩
Thank you so much. These videos are super helpful!!!
You’re welcome
What happened to theorem 4 ??
I mistakenly skipped it 😥
Guys Iwas writing maths paper 2 today Ithink it's time I give up maths and leave it for genius 💔
I feel you😭
real
Please don’t give up guys ❤
Who is genius?
Real.
sir, for example 2 would it be incorrect to first find angle p (angles of a straight line by subtracting 180-120=60) and since angle y is =90 (exterior angles of a cyclicquad) can i find z by angles of a triangle (60+90+z=180)?
Yea you can… As I said, there are many ways to skin this cat
making me love this chapter ❤❤
Awesome 😎
Greetings Sir can I ask a question real quick for Example 1 can't you say y=70 reasoning with Alt Ls because AO//BC from there on you also say x=70 reasoning with Ls in the same seg?
Yes… fortunately there are many ways to skin this cat
Hir sir, on example 3, the quad is still considered to be a cyclic quad even though one vertical is outside the circle itself?
If it meets one of the conditions of cyclic quads, yes it does
It's how i suddenly get euclead for me😩 thank you
Please make a video about similarity on Euclidean geometry proving and all please!
I recorded it but haven't published
@@MlungisiNkosi When are you going to publish it?
@@lala-qr4mh I'm not sure at the moment. Please allow me to recover first
@@MlungisiNkosi apologies, we shall be patient.
Comeback moment ❤🔥
On example no 2 on finding z can I say that
P+s+q =180° ( sum of < of a triangle)
120° +s +90°=180°
S = 30°
Z = 30°
Is it correct?
Yes you may
This is alll for free thanks sir
Yep… just subscribe and binge
Thank you so much for your lessons I didn't understand a thing about this topic till I watch your videos, write notes and practice while you teaching. I felt like a dom kop when it comes to Uecledine Geometry 😰
Thanks brother alhamdullilah
Sir for example number 2 we had already established that SRQP is a cyclic quad so to find z why did'nt we use the ' opposite angles of a cyclic are supplementary ' reason to find the z ?
As I indicated, the beauty of Euclidean Geometry is that we can take so many different ways but we end up at the same place.
2023 metrics tap in ❤
sir, just to make sure.. can y=p2 (alt angles)? for the last example
Absolutely 😊
Sir, please help me with study notes for Euclidean geometry
Sir last example z should be equal s to y alt angle line TP||PQ Z cannot be eighty
Correct
hey sir i cant find lesson 2 of euclidean geometry
Please check them on videos. They follow each other sequentially
Thank you😉...
My pleasure…
what's theorem 4?
Oops. We actually left it out on edit. Apologies about that I don’t mind re-recording
Please re-record 🙏
@@nokuthulakhubayi3681 will do
angles subtended by same chord/ arc are equal.
It's really helpful
You’re welcome
sir on last question,why did we include that BE=4\3EC why couldn't we just use 4 that was given?🙂
Please provide time stamp
@@MlungisiNkosi 49:56 Malume
Greetings sir, I've never heard of angle of a semi circle, do you mind explaining it?
At the circumference of the circle, an angle that is subtended but a diameter is 90 degrees
Sir can you please explain how is C1=x I don't understand
They are alternating hunny😚
Maths simplified.
Just like that
0:08 what was that🤣🤣🤣🤣😭
🤣
Sir you skipped theorem 4
Askies
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