In Euclidean geometry, a cyclic quadrilateral or inscribed quadrilateral is a quadrilateral whose vertices all lie on a single circle. This circle is called the circumcircle or circumscribed circle, and the vertices are said to be concyclic. ✅To learn more about Circles enroll in our full course now: infinitylearn.com/cbse-fullcourse?RUclips&DME&WScvWa_q1j4 To watch more videos related to Circles, click here: bit.ly/Circles_DMYT
Thank you so much for your appreciation. We are glad that you understood the concept. We are happy that we could help you learn. You motivate us to do better. For more videos, please visit our website - dontmemorise.com/
You're most welcome Alaka. We are really happy to hear that it was helpful to you. We are glad that you understood the concept. You motivate us to do better. Keep watching our videos : )
My favourite mathematics channel,that helps me to solve math.lt describe the theorm and make easy to understand to everybody.l hope this will also make many videos related to mathematics theorm e.g.-triangles , circles ,quadrilateral etc
+triple a , the answer should be 63.435 degrees. Here's the link to the solution: socratic.org/questions/avik-is-a-square-the-point-e-is-taken-on-vk-in-such-a-way-that-3ve-ek-f-is-the-m
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Just have a question.... What is the difference between this "the sum of either pair of opposite angles of a cyclic quadrilateral is 180°" And this "The sum of pair of opposite angles of a quadrilateral is 180°, then quadrilateral is cyclic". It's really confusing😵
You're most welcome Anshik. We are glad that you understood the concept. We are happy that we could help you learn. Do support us by subscribing to our channel. 👍👍
You're most welcome Nishikant. We are glad that you understood the concept. We are really happy to hear that it was helpful for you. We are glad that you understood the concept. You motivate us to do better. Keep watching our videos. 😊😊
In Euclidean geometry, a cyclic quadrilateral or inscribed quadrilateral is a quadrilateral whose vertices all lie on a single circle.
This circle is called the circumcircle or circumscribed circle, and the vertices are said to be concyclic.
✅To learn more about Circles enroll in our full course now: infinitylearn.com/cbse-fullcourse?RUclips&DME&WScvWa_q1j4
To watch more videos related to Circles, click here: bit.ly/Circles_DMYT
NTSE SYLLABUS, NTSE SYLLABUS IN HINDI,
NTSE SYLLABUS, NTSE SYLLABUS MENTAL ABILITY TEST, NTSE SYLLABUS MAT, NTSE SYLLABUS SAT, NTSE SYLLABUS PHYSICS, NTSE SYLLABUS SOCIAL STUDIES, NTSE SYLLABUS BIOLOGY, NTSE SYLLABUS MATHS, NTSE SYLLABUS CHEMISTRY, NTSE SYLLABUS BIHAR, HARYANA, CHANDIGARH, RAJASHTHAN, MADHYA PRADESH, KARNATAKA, KERALA, DELHI, MAHARASHTRA, GOA, KASHMIR
NTSE SYLLABUS, NTSE SYLLABUS IN HINDI,
NTSE SYLLABUS, NTSE SYLLABUS MENTAL ABILITY TEST, NTSE SYLLABUS MAT, NTSE SYLLABUS SAT, NTSE SYLLABUS PHYSICS, NTSE SYLLABUS SOCIAL STUDIES, NTSE SYLLABUS BIOLOGY, NTSE SYLLABUS MATHS, NTSE SYLLABUS CHEMISTRY, NTSE SYLLABUS BIHAR, HARYANA, CHANDIGARH, RAJASHTHAN, MADHYA PRADESH, KARNATAKA, KERALA, DELHI, MAHARASHTRA, GOA, KASHMIR
It is helpful for our exams..... It is very easy to understand...
Thanks for making easy......
Absoluetly
No one can teach in better way than this 💪
Yaa
@Ronit gaming , bro in which class you are
@@jyotibuusanmohapatra5010 Silly, he should be in grade 9.
Very impressive! I can't wait to watch your videos, they are so fascinating, learnt a lot from your channel!
I wish you a Happy Diwali!! 😃😃
Thank you so much for your appreciation. We are glad that you understood the concept. We are happy that we could help you learn. You motivate us to do better. For more videos, please visit our website - dontmemorise.com/
Thanx
Better than my school teacher
songs box hmmmmm
what u mean
Area Gandhi samajme arahahi Kate
Same for me
quite simple really intresting ..........
Thank-you soo much it is very helpful
You're most welcome Alaka. We are really happy to hear that it was helpful to you. We are glad that you understood the concept. You motivate us to do better. Keep watching our videos : )
That was quite easy explanation for those who feel it tough!!
Thank you so much ❣️❣️
This is great keep up the good work and prove more theorems🙏🏻
Simplest And Clearest Explanation That I have Ever Seen ,Thank You To the Creator ❤
Good teaching
My favourite mathematics channel,that helps me to solve math.lt describe the theorm and make easy to understand to everybody.l hope this will also make many videos related to mathematics theorm e.g.-triangles , circles ,quadrilateral etc
very very good
+Abhi Jain , thank you so much :)
Thank you guys , the video was amazing and you explained it very well.
You are my math teacher
More easy than school TB theorem
NTSE SYLLABUS, NTSE SYLLABUS IN HINDI,
NTSE SYLLABUS, NTSE SYLLABUS MENTAL ABILITY TEST, NTSE SYLLABUS MAT, NTSE SYLLABUS SAT, NTSE SYLLABUS PHYSICS, NTSE SYLLABUS SOCIAL STUDIES, NTSE SYLLABUS BIOLOGY, NTSE SYLLABUS MATHS, NTSE SYLLABUS CHEMISTRY, NTSE SYLLABUS BIHAR, HARYANA, CHANDIGARH, RAJASHTHAN, MADHYA PRADESH, KARNATAKA, KERALA, DELHI, MAHARASHTRA, GOA, KASHMIR
NTSE SYLLABUS, NTSE SYLLABUS IN HINDI,
NTSE SYLLABUS, NTSE SYLLABUS MENTAL ABILITY TEST, NTSE SYLLABUS MAT, NTSE SYLLABUS SAT, NTSE SYLLABUS PHYSICS, NTSE SYLLABUS SOCIAL STUDIES, NTSE SYLLABUS BIOLOGY, NTSE SYLLABUS MATHS, NTSE SYLLABUS CHEMISTRY, NTSE SYLLABUS BIHAR, HARYANA, CHANDIGARH, RAJASHTHAN, MADHYA PRADESH, KARNATAKA, KERALA, DELHI, MAHARASHTRA, GOA, KASHMIR
U r right
Thanks mam your teaching style is very good
Very helpful
My school #teacher had given a very very long proof...It is much easier than that😊😊
It's really informative... Thanks!
like the theorem itself
@@umerfaisal9171 We cant make better lectures
Very enjoyable and informative video.
Yes you're right
Wow! Superb explaination thank you 😊
Thanks for this video ... very helpful
really very easy
keep uploading
Thank you
So nicely explained Mam
Thanks a lot!
AVIK is a square.the point E is taken on VK in such a way that 3VE=EK.F is the midpoint of AK.What is the value of Angle FEI
+triple a , the answer should be 63.435 degrees. Here's the link to the solution:
socratic.org/questions/avik-is-a-square-the-point-e-is-taken-on-vk-in-such-a-way-that-3ve-ek-f-is-the-m
Thanks a lot. I had this doubt for quite some time.
Thank you so much
Tqqqq so much... Mam really its so easy 😃
very simple to understand and rememberable
best best vdo...better than my teacher..best incredible...
Thank you for your comment, Payel.
Happy Learning :)
Your voice is incredible☺
Thanks
Thanks ma’am
You're welcome, Mahalakshmi! Happy Learning :)
It was useful for me thank-you for these video 🙏👍👌
Thanx
exceptional brilliant teaching nice madem
Thanku so much
You're welcome Soumya. Happy Learning :)
thanks a lot
Most easiest way 👌 to explain
Thanx a looooooooot. It will help my exams tomorrow
True same here 😋
Very very very very...nice thank you so much...
Easy to understand.
Thank you Kalpana :)
Don't forget to subscribe to our RUclips channel : bit.ly/DontMemoriseRUclips
Happy Learning!
very helpful, thankyou
Thank you :)
Thank you so so so so so much
Thank u its very easy to understand
You're welcome! Happy Learning :)
Very nice explanation I understand this very eaisly
helpful
Thank u mam , now I have completed this and no doubts are left .
Thank u for helping us 😀😀
We are glad that we could help you in clearing your doubts😀
Best of everyone ..👍👍👍
This was the most helpful video I've seen
Nice
Thx it is so easy than our teachers told
Helpful
Excellent
Thanks ma'am
You made it very easy 🙏🙏🙏
You're most welcome. We are glad that you understood the concept. We are happy that we could help you learn. Do support us by subscribing to our channel. 👍👍
thanks alot
it makes soo much easier to understand by this video
Thank u helped me a lot👍
thanks for this! it helped a lot :)
Fabulous...the take off was quite interesting...very easy to understand...thanks a lot...
thankyou mam
Just have a question....
What is the difference between this "the sum of either pair of opposite angles of a cyclic quadrilateral is 180°" And this "The sum of pair of opposite angles of a quadrilateral is 180°, then quadrilateral is cyclic".
It's really confusing😵
simple,awesome,fantastic
I like ur concept but can you plz write the statements
Brilliant channel
I understood more then 30 theorems and concepts from this channel
Thank you so much for your appreciation. We are glad that you understood the concept. For more videos, please visit our website - dontmemorise.com/
Amazing😉
Bravo
very nice and easily rememberable. thank you☺☺☺
Thank you Surajdeep :)
thank you
Thanks the channel.
What if it is a cyclic trapezium same property will follow or different? Please reply
It will follow same rules becz it's also cyclic
Thnxxx
You're most welcome Anshik. We are glad that you understood the concept. We are happy that we could help you learn. Do support us by subscribing to our channel. 👍👍
👌 explanation
Nice explanation. It is very helpful thank u mam
You're most welcome Nishikant. We are glad that you understood the concept. We are really happy to hear that it was helpful for you. We are glad that you understood the concept. You motivate us to do better. Keep watching our videos. 😊😊
Very nice explanation. Thank you very much
You're welcome! Happy Learning :)
Thanks mam
When RUclips help you more than your teacher lmao
P.S thank you!❤️
very nice 1
Very nice
Thank you so much, Satyam.
Happy Learning :)
I have a doubt Sir, pls clarify that
Line AB and Line cd are parallel Or Not????
Srikanth Samudrala they don’t have to be
Will the sum of opposite angles be 180 if it is a non cyclic quadrilateral?
Good video.....
Easy to remember 😀😀
It is very easy to under stand
Thank you :)
Don't forget to subscribe to our RUclips channel : bit.ly/DontMemoriseRUclips
Happy Learning!
This was the best explanation I understand it very properly .thnx ma'am
Great
Best taught
I want to take tution from u.
But why can you add the two angles to equal the other two angles at 3:12
Good video
+Nikhil Bhalla, thank you for your feedback :)
keep it up
awesome
+Shubham kumar , thank you!
3:14 oh wonderful
love it
And we love our subscribers :)
Nice .cool .supebb...
Thnxxxxxxxxxxxx
Who is here before 10th boards?
Me
😂😂😂😂 now you are old😂😂😂😅😢😢😢 0:44
where are u from?? Anyways i understood that very well...thanks
siliguri
easy method
why we have to add abc
Not bad
Hi