Angle Subtended by Arc (Theorem 10.8, 10.9 & 10.10) - Circles | Class 9 Maths Chapter 10

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✅ In this video,

✔️ Class: 9th
✔️ Subject: Maths (NCERT)
✔️ Chapter: Circles (Chapter 10)
✔️ Topic Name: Angle Subtended by Arc (Theorem 10.8, 10.9 & 10.10)
✔️ Topics Covered In This Video (By Gaurav Sir): Explanation of Theorem 10.8, 10.9 & 10.10 Angle Subtended by Arc of a circle, Class 9 Maths Chapter 10 has been discussed in the video.
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00:00 Introduction: Circles
01:54 Theorem 10.8 - Angle Subs tended by an Arc of a Circle
33:54 Theorem 10.9
48:16 Theorem 10.10
52:24 Theorem
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[vatsalshinde]

i wish a teacher like you was in science too so that he could make physics and chemistry really interesting and easy

[akshara]

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[Quresh]

amazing explanation !
I recommend this channel to my classmates 👍🏻
But please can you use black screen/background instead of white because black is not harmful for eyes but you know white screen is so bright that my eyes started to hurt (and bright screen is also harmful for eyes 😅) well thank you very much sir 😀👍🏻

[itz_pariofficial]

Sir I'm so glad and Obessed by maths because of your teaching it's so amazing and the way you draw the circle 4 to 5 times or divide the figure into various parts is too easy to understand to a child
Thank you for your teaching sir
So grateful to you

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[aprajitasingh]

Thank you so much sir for making us understand the topic

[ambikasharma]

Very nice sir everything was understandable 😊

[shivanshupadhyay]

Sir but you explained really good sir because of you sir I understand concepts very easily thank you sir for your beautiful explanation

[anshukamboj]

Thanku sir for 🎉 good and easy explanation 🙏🙏

[yplayer]

Now it, s easy to understand maths 😀😀😀

[bhavnasanghvi]

Sir aap bohot accha samjhate hai or perfect circle banate hai. wow!👍👍

[sanidhkumarf]

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[ashokkumaryadav]

33.16 minutes it tooked for theorem 10.8

[siddhidubey]

Sir, thank u for ur easy explanation that i can understand quickly.

[GxdLxBEASTT]

Thank you sir very nice explanation of your method in maths and thank you sir very much for helping me out

[halimajunaidjun]

Sir in the first special theorem "the angle in a semicircle is right angle"
We get 2 semicircles in a circle
Can we make right angle on both semicircles at the same time?