00:00:00 The instructor greets the audience and confirms that they are live, ready to start on continuity and differentiability. 00:00:22 Many students fear the continuity and differentiability chapter, finding it lengthy and difficult. 00:00:53 The instructor assures that with this session, any dislike for the chapter will be resolved. 00:01:15 It's not that the difficulty level increases after limits; rather, it's a perception issue. 00:02:49 - 00:10:43 Basic concepts of continuity and differentiability. 00:10:44 - 00:15:08 Mathematical definition of continuity. 00:15:09 - 00:28:47 Solving questions on continuity. 00:28:48 - 00:35:26 Discussion on solving limits for continuity and differentiability. 00:35:27 - 00:44:55 Introduction to continuity and differentiability using function examples. 00:44:56 - 00:53:54 Understanding continuity in open and closed intervals. 00:53:55 - 00:55:04 Explanation of discontinuity in greatest integer and fractional part functions. 00:55:05 - 00:59:11 Example of finding discontinuity points in specific intervals. 00:59:12 - 1:09:36 Discussion on methods to find discontinuity and how different functions behave. 1:09:37 - 1:20:24 Understanding basic rules and properties of continuity in functions. 1:20:25 - 1:25:21 Introduction to the problems of continuity and discontinuity in functions. 1:25:22 - 1:38:59 Detailed problem-solving related to continuity and discontinuity. 1:39:00 - 2:00:10 Transition to the concept of differentiability. 2:00:11 - 2:08:44 Explanation of differential calculus concepts and conditions. 2:08:45 - 2:23:02 Detailed example of checking differentiability at certain points. 2:23:03 - 2:24:16 Introduction to continuity and differentiability. 2:24:17 - 2:26:35 Understanding modulus and intervals in functions. 2:26:36 - 2:30:28 Continuity and differentiability at specific points. 2:30:29 - 2:55:30 Upcoming topics and a break announcement. 2:55:31 - 3:12:55 Exploration of differentiability rules and theorems. 3:12:56 - 3:15:46 Checking differentiability in intervals. 3:15:47 - 3:18:35 Identifying critical points for differentiability. 3:18:36 - 3:23:04 Discussion on continuity and differentiability of modulus functions. 3:23:05 - 3:32:23 Exploration of shortcuts and specific cases for differentiability. 3:32:24 - 3:43:43 Identifying non-differentiable points in problems. 3:43:44 - 3:51:11 Handling greatest integer functions and their differentiability. 3:51:12 - 4:00:41 Discussion on differentiability within a given interval.4:00:42 - 4:21:23 Graphical methods to determine differentiability and continuity. 4:21:24 - 4:48:60 Introduction to functional equations and their significance in exams. 4:49:01 - 5:01:16 Discussion on composite functions and their properties. 5:01:17 - 5:12:43 Motivational segment on mindset and preparation for competitive exams.
4:46:02 sir yaha ye bol skte hai ki e^x -1 differentiable hai aur x bhi differentiable hai to phir differentiable / differntiable wale poikt se bol skte hai ki ye har jagah differentiable hai
Sir apse ek request h physics ko leke Inderjeet sir ne mechanics already pdha di h is channel pr ab Jee brief me firse bhi unke lectures hi ayenge agr Aap Baki k chapters pehle kra do or com and rotation k liye ameya sir ka wait krlo to Bahut Acha rhega plz sir 😢😅
04:33:00 is question main jab apne woh f'(0) likha tha uski jagah direct woh upar wala information use karke ham 1 put nahi kar sakte thain ? aur phir woh bhi 1+x^2 aajata aur limit lagake bakika zero ho jata right
Sir, where are notes of Brief series? In Vora Classes app, notes are not updated from last 4-5 days. Please update the notes regularly. Please get it checked and update the notes asap. Please 😢Sir. I am following you for Maths from this series only and without notes it will be difficult. Please update the notes.
@@mai__hu5973 I bow to the creator who created him, not the creation. I don't bow to a human for the God given skill he has, because that isn't his to begin with. Yeah we respect him.
![Lp. Сердце Вселенной #60 РОЖДЕНИЕ ЛОЛОЛОШКИ [Финал] • Майнкрафт](http://i.ytimg.com/vi/YoR0pAV9FVQ/mqdefault.jpg)
00:00:00
The instructor greets the audience and confirms that they are live, ready to start on continuity and differentiability.
00:00:22
Many students fear the continuity and differentiability chapter, finding it lengthy and difficult.
00:00:53
The instructor assures that with this session, any dislike for the chapter will be resolved.
00:01:15
It's not that the difficulty level increases after limits; rather, it's a perception issue.
00:02:49 - 00:10:43
Basic concepts of continuity and differentiability.
00:10:44 - 00:15:08
Mathematical definition of continuity.
00:15:09 - 00:28:47
Solving questions on continuity.
00:28:48 - 00:35:26
Discussion on solving limits for continuity and differentiability.
00:35:27 - 00:44:55
Introduction to continuity and differentiability using function examples.
00:44:56 - 00:53:54
Understanding continuity in open and closed intervals.
00:53:55 - 00:55:04
Explanation of discontinuity in greatest integer and fractional part functions.
00:55:05 - 00:59:11
Example of finding discontinuity points in specific intervals.
00:59:12 - 1:09:36
Discussion on methods to find discontinuity and how different functions behave.
1:09:37 - 1:20:24
Understanding basic rules and properties of continuity in functions.
1:20:25 - 1:25:21
Introduction to the problems of continuity and discontinuity in functions.
1:25:22 - 1:38:59
Detailed problem-solving related to continuity and discontinuity.
1:39:00 - 2:00:10
Transition to the concept of differentiability.
2:00:11 - 2:08:44
Explanation of differential calculus concepts and conditions.
2:08:45 - 2:23:02
Detailed example of checking differentiability at certain points.
2:23:03 - 2:24:16
Introduction to continuity and differentiability.
2:24:17 - 2:26:35
Understanding modulus and intervals in functions.
2:26:36 - 2:30:28
Continuity and differentiability at specific points.
2:30:29 - 2:55:30
Upcoming topics and a break announcement.
2:55:31 - 3:12:55
Exploration of differentiability rules and theorems.
3:12:56 - 3:15:46
Checking differentiability in intervals.
3:15:47 - 3:18:35
Identifying critical points for differentiability.
3:18:36 - 3:23:04
Discussion on continuity and differentiability of modulus functions.
3:23:05 - 3:32:23
Exploration of shortcuts and specific cases for differentiability.
3:32:24 - 3:43:43
Identifying non-differentiable points in problems.
3:43:44 - 3:51:11
Handling greatest integer functions and their differentiability.
3:51:12 - 4:00:41
Discussion on differentiability within a given interval.4:00:42 - 4:21:23
Graphical methods to determine differentiability and continuity.
4:21:24 - 4:48:60
Introduction to functional equations and their significance in exams.
4:49:01 - 5:01:16
Discussion on composite functions and their properties.
5:01:17 - 5:12:43
Motivational segment on mindset and preparation for competitive exams.
AI !!!
@@Gazab_GFX hnn toh bhai itna nalla thodi hu ki time stamp likhne baithunga 🤣
@Adnan_2k08 sahi baat h 😂😂
CONTINUITY AND DIFFERENTIABILITY
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24:45
28:06
35:37
1:21:40
1:26:07
1:40:23
2:09:55
2:22:45
2:59:50 ADV20
3:35:23
3:38:01
3:39:35 ADV16
3:43:40
3:51:00
4:09:00
4:13:22
4:18:20 ADV24
4:22:00
4:34:40 ADV20
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4:46:02 sir yaha ye bol skte hai ki e^x -1 differentiable hai aur x bhi differentiable hai to phir differentiable / differntiable wale poikt se bol skte hai ki ye har jagah differentiable hai
35:14 easy mains question done sir ji ❤️
JEE brief aur bounce back same hai maja aya
Thank you sir ❤😊
Sir apse ek request h physics ko leke
Inderjeet sir ne mechanics already pdha di h is channel pr ab Jee brief me firse bhi unke lectures hi ayenge agr Aap Baki k chapters pehle kra do or com and rotation k liye ameya sir ka wait krlo to Bahut Acha rhega plz sir 😢😅
I hope there will be similar series just advanced oriented......
Nishant sir be like : definitely but wo paid course hoga
1:52:48 done sir easy 😊
5:00:43 sir isme 1 pe toh sharp point hai toh graph se differentiable hai ye kaise pta chalega
3:42:54 sir yahan pe |x| common liye then jo bacha kya wo mod me nahi rahega (x²+1) ⬅️ ye wala
Farak nahi padega kyuki vo hamesha positive hi rahega
04:33:00 is question main jab apne woh f'(0) likha tha uski jagah direct woh upar wala information use karke ham 1 put nahi kar sakte thain ? aur phir woh bhi 1+x^2 aajata aur limit lagake bakika zero ho jata right
Yes continuous function
58:27 also 2.5, 3.5,4.5 and 5.5 should be there right?
Sir, where are notes of Brief series? In Vora Classes app, notes are not updated from last 4-5 days. Please update the notes regularly. Please get it checked and update the notes asap. Please 😢Sir. I am following you for Maths from this series only and without notes it will be difficult. Please update the notes.
4:25 lecture starts
3:58:21 wala question m sir , wo sara points tho shak wala tha unha count kyu kiya
Pdf nhi mil rha hai sir link pe
Intermediate value theorem??
1:30:42 Trick.........
Sir jee brief physics ki playlist update kardo
2:07:53
bhai notes kaise download karne koi bol de na
Description me notes ke jo link hn uspar jao after that click content option then click maths subject, side me hi chapterwise pdf dikhegi
4:39:47
4:18:17
Sir notes nhi mil rhe
thanks sir
sir notes wali link pe click karke notes nahi mil rahe it takes you to the purchases section pls check it
Mil raha hn bhai dubara jakar check karo
sir aap hw question bhi discuss karlo baad mai
Best ever lecture I have seen on youtube
4:09:48
Sir will there be any batch for advanced after mains first attempt??
Same doubt??
Yes, There'll be
alrightyy
Bro you from ,kerala@@nejad_ihsan
@@nash_hunder3938 Yes, btw the spelling should be "hunter"
Is this stipulated for jee advanced??
Theoretically, He teaches everything he teaches in Rebounce Batch
@nejad_ihsan ok thanks
@@mai__hu5973 I bow to the creator who created him, not the creation. I don't bow to a human for the God given skill he has, because that isn't his to begin with. Yeah we respect him.
Pdh le bhai@@nejad_ihsan
Ya bow to Lord Ram@@nejad_ihsan
last question sa fraph ka through to 2 pts par non deriable aa raha fumction
Nikola Tesla
CONTINUITY AND DIFFERENTIABILITY
15:01
24:45
28:06
35:37
1:21:40
1:26:07
1:40:23
2:09:55
2:22:45
2:59:50 ADV20
3:35:23
3:38:01
3:39:35 ADV16
3:43:40
3:51:00
4:09:00
4:13:22
4:18:20 ADV24
4:22:00
4:34:40 ADV20
4:50:22
2:55:13