Here are the timings if you need to skip to a particular circle theorem. 0:48 The language of circles and circle theorems. 2:45 The angle at the centre is twice the angle at the circumference. 3:56 Angles in the same segment are equal. 5:36 The angle in a semicircle is a right angle. 6:46 Opposite angles in a cyclic quadrilateral sum to 180 degrees. 7:54 The angle between a tangent and a radius is always 90 degrees 8:36 Tangents that meet at a point are equal in length. 9:35 Alternate segment theorem 11:03 Isosceles triangles in circles 12:25 Tips and tricks for answering circle theorem questions. *fixed times so u can click
I have a big exam in 3 days and I'm only now learning this :'D You made this super simple and I'm surprise I was able to understand and get the answers right! Thanks so much!!
Thank you for the comment Abdul! I also have website with lots of practice questions (www.mathskitchen.com) and if you've found it useful it would be amazing if you could take 30 seconds to rate it on Google: g.page/maths-kitchen/review?gm Thanks, James
thank you so much. my teacher doesn't teach properly and gives us exam questions to do without explaining anything. I have to teach myself most of the time but I just came across this channel and your videos are really helpful. I'm doing my GCSES this year and your channel is gonna carry me 😸
Love it, great to hear and thanks for the comment! Don't forget to go and practice these over at Mathskitchen and it is super helpful if you can leave a review here: g.page/maths-kitchen/review?gm
You are an angel sent by God himself Although this video is 8 years ago, it is still as informative and useful as ever. I finally understand the alternate segment theorem, Thank you so much for helping, I really appreciate you
Thank you. Just some feedback… it would be even more helpful if after the questions given on screen, you returned as to why the answers are so. Hope that makes sense. Brilliant channel and a new subscriber for sure!
Great video! The schools really make it so confusing these days to learn, making it so complicated. This helped my kids a lot, considering I don't know any of this. Keep up the great work!
Hello, this video is currently the best I have seen, maybe you could explain how you get the answers next time as somebody could still get confused. This is just my suggestion and thank you.
4 monthes late but hopefully the explanation is useful, M=left corner(C+?) , N= Upper corner(48+?) , O=RIght corner(?+?) , P=Lowest corner(25+?) basically, The angle MNP, triangle-looking, is 48. In the little triangle with d and 25, the other angles (un-named) is also 48, since it is connected to M and P, just like MNP. We know a triangle = 180.....so d=180-(48+25)......d=107. angle NMO otherwise known as "c" is equal to angle NPO, 25. You can also find c by saying, 180-(107+48)=c. 107 is Vertically Opposite to d, and triangle = 180.
Excellent visualisations and pacing. I do keep wondering however if these theorems can easily be demonstrated using formulas and knowledge previously acquired by GCSE students?
You're welcome! If you get a chance to leave a review (takes less than a minute) it's incredibly helpful for me and the site 😀 g.page/maths-kitchen/review?rc
Thanks for pointing this out! You're absolutely right - there was a problem with questions 3 and 4. I can't go back and change them but I've managed to blur them out so hopefully won't cause confusion for others watching the video.
superb explaination sir, could u please upload a video of if two isosceles triangles intersesecting at i is inscribed in a circle and these triangles are in opposite semi circle
You make it so simple, I just want to cry. Thank you.
You're welcome 😊
@@MathsKitchen you are the best ,I wish your my dad
@@paulifeanyi3836 best comment
Here are the timings if you need to skip to a particular circle theorem.
0:48 The language of circles and circle theorems.
2:45 The angle at the centre is twice the angle at the circumference.
3:56 Angles in the same segment are equal.
5:36 The angle in a semicircle is a right angle.
6:46 Opposite angles in a cyclic quadrilateral sum to 180 degrees.
7:54 The angle between a tangent and a radius is always 90 degrees
8:36 Tangents that meet at a point are equal in length.
9:35 Alternate segment theorem
11:03 Isosceles triangles in circles
12:25 Tips and tricks for answering circle theorem questions.
*fixed times so u can click
That's amazing, thank you! I didn't even know you could do that!
@@MathsKitchen i noticed you included that in ur description but they arent working cuz u used full stops instead of colons
@@b.bennie You're right, thank you for pointing it out. All corrected now, can't believe I didn't spot it!
Thanks a million times!!!😁
When you get an ad that you actually need
This was so helpful i was crying about a circle for an hour and finally decided to quit the textbook and just watch a video. Awesome stuff man❤
4 years later this channel is still so useful!! God bless and lots of love from Trinidad 🇹🇹 ❤
Like you writing cxc maths like myself and trying to find help from the TH-cam gods 🤣
Trinidad?
@@hamzaalabadi2517 🇹🇹
Idk how he got number 2 and 4 answers.... 3:52
I have been having problems with remembering these circle theorems but this video has really helped, thank you so much
You're welcome, thank you for the nice comment!
You did an outstanding job on explaining and demonstrating the Circle Theorems. Thanks.
You're Welcome!
I have a big exam in 3 days and I'm only now learning this :'D You made this super simple and I'm surprise I was able to understand and get the answers right! Thanks so much!!
You're welcome. Hope the exam went ok!
This is me right now
this was literally a life saver bc i have my first maths exam in three days and didn't know what circle theorems were 😭
Extremly underrated video
Thank you for the comment Abdul! I also have website with lots of practice questions (www.mathskitchen.com) and if you've found it useful it would be amazing if you could take 30 seconds to rate it on Google: g.page/maths-kitchen/review?gm Thanks, James
I have struggled with circle theorems for 2 years now, and your video REALLY helped so much!! Thanks:D
You're welcome, glad it helped!
thank you so much. my teacher doesn't teach properly and gives us exam questions to do without explaining anything. I have to teach myself most of the time but I just came across this channel and your videos are really helpful. I'm doing my GCSES this year and your channel is gonna carry me 😸
I've been having problems with the alternate segment theorem and your tip for inside opposite and outside really helped. Thank you so much.
Love it, great to hear and thanks for the comment! Don't forget to go and practice these over at Mathskitchen and it is super helpful if you can leave a review here: g.page/maths-kitchen/review?gm
I found my dream teacher 💕😍now I am no longer afraid of maths....😄
5 years later, I clicked on this video for a college entrance exam. Literally explained all theorems I needed in the best way possible!
You are the best at explaining these theorems, you broke everything down in the simplest of ways which was very understandable. Thank you very much ❤
You are an angel sent by God himself
Although this video is 8 years ago, it is still as informative and useful as ever.
I finally understand the alternate segment theorem,
Thank you so much for helping, I really appreciate you
I saw your video just today you captured my attention just in 14 minutes, glad i found you sir ❤
You taught me more in 14mins than I understood in the whole 2weeks it took us to cover that topic so thank you😉😄
Same as me😭😂
Thank you for the nice comment! Really pleased it helped you.
Me too. I've not understood it really well before but as I watched it was so clear. Thank you so much sir. I've referred it to all my classmates.
Like 😂😂😂
You are saving me for my Geometry Test. Thank you so much (:
Thank you. Just some feedback… it would be even more helpful if after the questions given on screen, you returned as to why the answers are so. Hope that makes sense. Brilliant channel and a new subscriber for sure!
i love how he explains it and then lets you test your knowledge :D
this channel is so underrated, you have to have more subscribers!!
Literally perfect
Best explanation as the language is easy to understand with examples. Doing a great job
i need this so much my exam is in two days!
This video was really helpful for me and was fundamental in my understanding of this topic. Thank you!
Love the graphics. Really useful.
Thank you! All a bit of a learning curve for me but I thought they were my best yet!
This may have the best math tutorial i have experienced. Thank u very much.
Thank you, that's lovely feedback!
Altough I am late, this video is a life saver. Thank you so much, for this I can solve every circle sums easily:)
you are an amazing tutor after watching tons of videos I finally found ont that actually helped and saved me a ton of time. THANK YOU!!!
can’t believe I discovered this after 3 years, would’ve helped me so much
Thank you! Glad it helped.
This man deserves 100 billion subs
Thank you!
This is indeed a wonderful video! Thank you so much, sir.
I was struggling with the tangent theorem but you made it crystal clear ❤ thank you so much.
Thanks so much for making this more easier...I'm really happy that I and my sis were able to solve other problems easier
Where were you when I was in high school? You're a great teacher!
the music, the illustrations, the explanations, superb thank you!
You're very welcome and thank you for leaving such a nice comment!
I need to revision for final exam and this is so helpful 😭🫶🏻
Great video! The schools really make it so confusing these days to learn, making it so complicated. This helped my kids a lot, considering I don't know any of this. Keep up the great work!
i love this guys teaching already
You are truly talented, you have made everything super easy. Thanks a tone.
You're welcome and thank you for leaving such a nice comment!
Hey I'm from Swaziland
This video is very helping thank you very much 😊
more circle theorem pls this video is the best so far
This deserves a million veiws
3:53 The revolution =180 statement was used(angles on straight line=180 degrees)after using the ANGLE AT CENTRE IS 2 TIMES ANGLE AT CIRCUMFERENCE.
Do you know how he found 318 on the first examples?!
Great video, you have made me really understand this topic. Thank you so much.
Thank You So Much Sir For The Very Simplr and Easy Tutorial, I'll Never Fail Circle Trigonometry Again....Thank You So Much
The explanation and questions were so helpful, Thanks for making this video.
I have CIES in 28 days and this is gonna help immensely
Sir ur explanation is so perfect. , I can understand so well😊
So helpful and as simple as it can get..Thank you very much
thanks for explaining very well
Hello, this video is currently the best I have seen, maybe you could explain how you get the answers next time as somebody could still get confused. This is just my suggestion and thank you.
Thanks a lot Geometry section was really hard for me to figure out , finally i can understand
Glad it helped!
Excellent! Must have watched this video 10 times.
You are awesome,that's an awesome video to learn and also practice what you learned almost immediately!
I am so glad that you are on TH-cam
That's a lovely comment - thank you!
Watching this for my 5th may board exam
Thq sir.
Best vid on cirlce theorm ever
you made maths interesting for me..thank you!!!
MK we are thrilled by your warm explanation. thanks
It's my pleasure
best maths tutor ever
coolest math teacher ever
THANK YOU!
Very helpful and straightforward
I am really thankful for this video.
Please explain the 5:07 number 4
How we got the answer?
4 monthes late but hopefully the explanation is useful,
M=left corner(C+?) , N= Upper corner(48+?) , O=RIght corner(?+?) , P=Lowest corner(25+?)
basically, The angle MNP, triangle-looking, is 48. In the little triangle with d and 25, the other angles (un-named) is also 48, since it is connected to M and P, just like MNP. We know a triangle = 180.....so d=180-(48+25)......d=107.
angle NMO otherwise known as "c" is equal to angle NPO, 25.
You can also find c by saying, 180-(107+48)=c. 107 is Vertically Opposite to d, and triangle = 180.
thanks for the advice man, really helped!
Very well explained, thank you
You are actually better than my math teacher
underrated af
Excellent visualisations and pacing. I do keep wondering however if these theorems can easily be demonstrated using formulas and knowledge previously acquired by GCSE students?
Great presentation!
best explanation ever
THANK YOU SO MUCH. YOU ARE SO UNDERRATED. KEEP IT UP
Good Video, hopefully helped me pass will update !
Sir can you pls make a video on explaining complete Cambridge IGCSE maths extended all chapters
Thank you so much for this video, it has really helped me out
This was so helpful. Thank you so much.
You're welcome, glad it helped!
omg a living legend 🤧
🥲🤧🤧🤧
I just subscribed this video was so helpful and well explained it truly helped a lot keep doing what you do 🎉
I rlly needed this
So helpful -- thank you so much!
Brilliant! Easy explantion. Thank you.
thank you vvery much!!!!!
You're welcome!
Thank you for making that enjoyable.
You explained so well, thank you so much
awesome video! thanks so much😀
So nice. STAY BLESSED!!!!
What would you need to put if you wanted to have a brief proof or reason to each theorem?
Thanks for the video sir. Much Grateful 🙏❤
for the first theorem you explained, im getting problems with the working for 2 and 4, i got 2.) 42 and 3.) 47.
Thank you for teaching and if you could turn the background music lower, it will definitely get better😀
OMG this is very helpful and very thanks for the practice question website link ❤❤❤❤❤
You're welcome! If you get a chance to leave a review (takes less than a minute) it's incredibly helpful for me and the site 😀 g.page/maths-kitchen/review?rc
last exercise number 3. J should be 35 degrees not 78, because J is not the whole alternate angle. its only a part of the alternate angle that is 78.
Thanks for pointing this out! You're absolutely right - there was a problem with questions 3 and 4. I can't go back and change them but I've managed to blur them out so hopefully won't cause confusion for others watching the video.
You made it so simple 😢……… Thank you ❤
I think this is going to help me a lot.
superb explaination sir, could u please upload a video of if two isosceles triangles intersesecting at i is inscribed in a circle and these triangles are in opposite semi circle
Thank you this really helped me🤝
thanks for this video. it's extremely useful
Very useful. Made things a lot clearer.