@@luckypadhle There is nothing wrong in admitting mistakes, sure sometimes it is completely unreasonable to bring grammar everywhere, if it is a small thing. But pointing out others' mistakes is not immaturity. And maturity is not learnt, it is attained.
Khatam tujhe abhi ek board ka question deduga toh vo bhi na hilne ka terese isliye pehle jo milra h padhle 😏😏😏😏😏Jee advanced ke Toughest question krne h inhe😒😒😒
2:35:32 Sir won't a.b = 0? As a = 3, b = 4, c must be 5 as they are forming a triangle. Then angle btw a & b must be 90 as c is hypotenuse. This a.b = 0. Right?
@@palakmishra2405 In my opinion, if you don't have much time then go for arvind sir otherwise if you have enough time then I will suggest you to go for NV sir.....
Bhai k funde 1:50:00 (mod ane pe kya kare) 1:54:37 (vectors k bich ka angle nikalna ho aur kuch samajh me nahi aa raha to kya kare) 1:56:23 (a.b + b.c + c.a dikh jaye to kya kare) 2:26:06 (repeated pyq ke liye trick) 3:00:35 (STP kese tutega)
00:46:00 std variety 01:40:00 Fund theorems in 2d and 3d 02:26:00 common obs VERY VERY USEFUL Ngl i mightve missed a few cuz its an old chap 02:32:00 nice obs 02:43:00 another obs 02:53:00 nice question
1:54:23 Sir, I used another method which goes as follows |a-b|²+|a-c|²=8 -> i let theta be the angle bw a and b and phi be the angle between a and c Then in 'i' |a|²+|b|²-2a.b+|a|²+|c|²-2a.c=8 therefore 4-2(costheta+cosphi)=8 -2(costheta+cosphi)=4 costheta+cosphi=-2 It can be inferred that this is possible only if theta=phi=pi So angle between a and b is pi i.e they are anti parallel and the same with a and c So a+2b is the same as a-2a=-a(since both are unit vectors and in opp dirn) and a+2c is also the same as a-2a=-a therefore, |a+2b|²+|a+2c|²= |-a|²+|-a|²=2 Just thought I'd share if someone else finds it helpful. Thank you.
1:32:38 Arvind sir at 0.5 speed sounds like like a drunk person 😂😂, But jokes aside he is a very brilliant teacher and helped me a lot... Love you sir😄
0:24: 📚 Overview of an independent chapter in 3D Geometry with emphasis on its importance and usage. 16:09: 📐 Understanding the concept of vector support and parallel lines in a simplified manner. 33:01: 💡 Understanding vector operations and concepts in mathematics. 51:55: ⚙️ Method for solving vector problems involving points above two vectors by dividing their terms and comparing values. 1:10:22: 📐 Understanding the concept of position vectors and determining if two vectors are parallel or collinear. 1:28:41: 🔍 Understanding coplanar and collinear vectors through position vectors in the context of mathematics. 1:45:11: 📐 Understanding vector addition and theta angle calculation in physics. 2:03:30: 📐 Understanding projection vectors and their application in vector operations. 2:21:26: 🔑 Understanding the concept of parallel and perpendicular vectors through cross and dot products. 2:40:06: 📐 Understanding vector properties and calculations in geometry with a focus on diagonal and area calculations. 2:57:49: 📐 Explanation of dot and cross products in vectors with determinants and matrix multiplication. 3:15:36: 🔑 Definition of linear independent vectors and implications of linear combination equating to zero. 3:33:06: 📐 Understanding the concept of volume in vectors and its application in tetrahedrons. 3:50:27: 📐 Understanding vector cross product and angle between vectors in geometry. 4:08:31: 📐 Understanding the relationship between variables and solving equations in vectors with Arvind Kalia Sir.
Imp questions list 42:30 intial points ko ek sath likho 47:33 imp standard concept 57:10 repeat 1:06:50 repeat 1:13:32 standard variety 1:24:06 imp point 2:27:23 standar sawal 2:33:23 Ye accha tha...jo nahi pucha usko eliminate hi krdo 3:07:20 vaah guru kya shortucut hai scalar trippel product ka 3:09:50 imp marked question 3:34:50 imp information bro 3:39:30 imp question 3:44:00 sawal ko ghatiya banane ka tareeka 3:50:00 adv q 3:54:00 try this also 4:14:00 isse age jitne questions hai sare solve karo
2:48:35 is question me acute angle ka use kijiye Acute angle means 1st quadrant me hai and dot and cross barabar hai means sinx=cosx ...x= 45° angle b/w a and b vector...yaha se |b| ki value aa jayegi 8 fir c wali equation ke sath dot le lijiye... done 😋
Important statement for Cross Product - 2:14:54 Cross mein side matter kerti hai kisi vector ko common nikalne ke liye - 2:20:17 Short Trick/Observation 2 - 2:26:30 Sin 15 kaise nikalte Hain 😂 - 2:29:24 KFC in Geometrical Significance of Cross Product - 2:36:42
2:28:10 how c vector be perpendicular to (c X a) 2:32:19 repeat ques 2:40:16 repeat ques 3:30:55 reciprocal system of vectors 3:51:27 repeat ques 4:11:05 standard approach 4:15:29 stastandard approach
Bhaiya notes,revision ho gaya. It was awesome class Key moments 33:55 1:16:57 1:32:47 hey Ram 2:25:28 😂😂 Bhai, is session me aapka pyaar aur gussa dono dikh rahe the🤓🤕 #ArvindKalia #GOAT #Merabhai 1:00:39 - 1:00:49 ab isse achcha best moment ek student ke liye kya ho sakta hai. ❤️💖 The feeling i got when you shoutout my name is not expressive in words💞❤️❣️ Love you so much Bhaiya 🫂❣️ 🤜🤛❣️🤝❤️
1:13:50 non parallel vectors ke coeff 0 1:22:47 collinearity of 3 points 1:34:22 1:37:42 coplanarity condition 2:26:43 “ek vector + uss vector ka cross kisi aur vector se” dikhe, toh mod le lena “2 perpendicular vector add kare ho, then take mod” 2:30:38 langrange’s identity ( relation between dot and cross) 3:14:43 Linearly dependent and independent 3:22:45 when to use these det 3:29:05 reciprocal system 3:44:34 agar koi vector akele chahiye toh vector triple product use 3:58:05 4 vectors ke products 4:01:20 imp result
Must Watch Video...Bhai Yaar OP OP OP After watching lecture when I started solving questions.. questions aise ude rha tha..mujhe ye lesson thoda difficult ja rha tha and bhai ne mera lesson easy krwa diya I literally cried after solving questions ❤❤❤❤ Love U bhaii🎉🎉❤
I didn't saw a maths lecturar as you cause all maths faculty are very serious but the way smile whole teaching and friendly nature make me to listen and concentrate more sir thankyou very much 💜💜
Thankyou so much sir merko vectors ka bilkul feel ni aara tha eqn dekha seekhi bna leti thi par kuch smjh ni aata tha Aaj smjh aagya bdiya se ❤❤❤❤ all thanks to you sir 🙏🙏
0:00 Introduction & Nature of chapter
4:07 Index and critical Topics
5:55 Basics of Vectors
29:29 Section Formula
1:08:45 Collinearity & Coplanarity of vectors
1:44:10 Dot Product
2:12:42 Cross Product
4:03:01 Vector Equations
Haan bhai description se copy karke mahan bn rha h 😂
Jahan diya na ho na vahan likh vo hoga paramhit😂
@@bdjoshi6995 Teri kyu kilas gyi chotu
Life is a vector quantity We provide the magnitude✍🏋 and Arvind sir provide the direction📈🙏🙏
AND WITHOUT SIR WE ARE SCALR QUANTITY
angreezi seekh lo bhai
@@inquisitivegenius7411 aur tum maturity seekhlo dusro ko english ke liye tokne se accha na hi bolo
@@luckypadhle There is nothing wrong in admitting mistakes, sure sometimes it is completely unreasonable to bring grammar everywhere, if it is a small thing. But pointing out others' mistakes is not immaturity. And maturity is not learnt, it is attained.
waaaaaaaaaaaaaaaaaaahhhhhhhhhhhh
TIMESTAMPS
0:00 Introduction & Nature of chapter
4:07 Index and critical Topics
5:55 Basics of Vectors
29:29 Section Formula
1:08:45 Collinearity & Coplanarity of vectors
1:44:10 Dot Product
2:12:42 Cross Product
2:54:17 Triple Products (Scalar Triple Product)
3:35:57 Triple Product (Vector Triple Product)
4:03:01 Vector Equations
🙏🙏🙏Bhai pls continue the "Toughest Questions of JEE Advanced" series...🙏🙏🙏
Bro neet ka syllabus reduced he tho jee hoga kya ab😅😅
Yes bhai plz hme bohot kuch sikhnr ko bhi miltaaa h
Main to krle phele
@@Sterio_ff_69 Har koi ko apne jaisa Mt samj tu krr humne toh kr liye....😂BABU SAALA
Khatam tujhe abhi ek board ka question deduga toh vo bhi na hilne ka terese isliye pehle jo milra h padhle
😏😏😏😏😏Jee advanced ke Toughest question krne h inhe😒😒😒
TIMESTAMPS
0:00 Introduction & Nature of chapter
4:07 Index and critical Topics
5:55 Basics of Vectors
29:29 Section Formula
1:08:45 Collinearity & Coplanarity of vectors
1:44:10 Dot Product
2:12:42 Cross Product
2:54:17 Triple Products (Scalar Triple Product)
3:35:57 Triple Product (Vector Triple Product)
4:03:01 Vector Equations
Amazing lecture Sir….. preparing for jee mains never felt any better……❤❤
bro what do u mean
Prepare for advanced
1:08:40 here answer should be ( 13i + 5j - 4k ) / 4
I guess
Yes you are right
Feel so sad that after observing
from all the viewers only 1.78% liked the video.
Salute to the talent and hard work.
2:35:32
Sir won't a.b = 0? As a = 3, b = 4, c must be 5 as they are forming a triangle. Then angle btw a & b must be 90 as c is hypotenuse. This a.b = 0. Right?
Why c must be 5 ??
c can be any no. which is less than sum of a and b ( triangle inequality theorem)
@@divyanshjeengar7653 You are right I didn't realized it lol
@@divyanshjeengar7653 2a.b tha, a.b kaise ho gaya?
4 hours ago I was a kid but now I am a man😊
@fuckingdumbo matlab virginity loose karne se man ban jate haj kid hmm 😂😂
🤡😅
your turned 18 while watching
Can you give me your self noteS😢😢😢😢😢
1:55:26 personal notes
1:58:21 result
2:08:30 rectangular Resolution
2:26:23 observation
2:30:28 Lagrange Identity
53:07
1:43:13
1:56:05
2:21:50
2:26:55 2:39:55
2:33:03
2:43:14
2:55:26 3:23:24
3:06:10 3:26:57
3:21:01
3:32:27 3:34:15
3:38:42
3:43:33 3:45:55 4:21:20
2:15:24 Q1 (Direct Formula)
2:16:14 Q2 (length manipulation+cross product)
2:17:57 PYQ3 (projection+cross product)
2:19:34 ➡️Properties of Cross Product
2:22:06 Q4 (2 vectors parallel 2 properties cross product + parallel/Collinear vectors condition)
2:23:19 PYQ5 JA12
(Cross product properties
|| vectors 2 conditions)
2:26:07 ⭐⭐PYQ6 JM22
[Cross Product property (a×b)⊥(b)
Take mod & then square both sides]
2:30:14 ➡️LaGrange's Identity
2:31:40 ⭐PYQ7
( Observation a+b+c=0
Q is in terms of a& b then substitute c=-a-b in given equation & eliminate c)
➡️ 2:36:12 Geometrical Significance of the cross product
Area of ||gm
Area of triangle
Area of any quadrilateral
2:38:40 PYQ8 JM23
(Direct Formula)
2:39:30 PYQ9 ⭐⭐JM22
( Area of quadrilateral
Acute angle between 2 vectors
a=1
|a×b|=|a•b| ⇒sin©=|cos©|
a×b⊥b ⇒ | |² = | |²
b•c= -2b² (Doing dot product both sides)
Hii can you tell me Nv sir aur arvind sir me se jyada helpful kiska lec h?
@@palakmishra2405 In my opinion, if you don't have much time then go for arvind sir otherwise if you have enough time then I will suggest you to go for NV sir.....
This one became my short note
Literally 😂❤❤
@@jaswanthkumarnaidualthi-yl7og 👍👍
Bhai k funde
1:50:00 (mod ane pe kya kare)
1:54:37 (vectors k bich ka angle nikalna ho aur kuch samajh me nahi aa raha to kya kare)
1:56:23 (a.b + b.c + c.a dikh jaye to kya kare)
2:26:06 (repeated pyq ke liye trick)
3:00:35 (STP kese tutega)
alakh pandey goat of physics and chemistry and ak sir goat of maths
3;30 triple product
3:33 geometrical significance
Vector triple product
3:39 non collinear
3:53 geometrical
3 :59 4 product
4:01 result
4:06 vector equations
all the timestamps are wrong, add seconds to it so that it'll be correct.
@@athvii bhai cool ban raha kya har jagah comment marke
00:46:00 std variety
01:40:00 Fund theorems in 2d and 3d
02:26:00 common obs VERY VERY USEFUL
Ngl i mightve missed a few cuz its an old chap
02:32:00 nice obs
02:43:00 another obs
02:53:00 nice question
for jee mains 2025, 2:54:17 to 4:03:01 is deleted, but bas basic wala formula ratt lo properties pe mat jana
2:43:00 for this ques add +b to both side and take mod then you can find b•c as you know mod c, mod b and rhs value
Yeah you are right broo. But yr method was two line more
Well keep it up
how did u find mod c?
Sir pdf download ke liye available nahi hai is lecture ka..
2:16:02 Guys beware 2 answers exist of this question 60 and 120 degrees❤
Can i study with this lecture if i haven't done this chapter or it is for revision purpose
you can study but also do qs alongside from rd
1:07:54 important point
1:55:04 important observation
1:56:27 imp obs
2:21:55 parllel vectors ke 2 observations]
2:25:29 Lol cutie
2:26:46 imp obs
2:43:09 imp obs
1:54:23
Sir, I used another method which goes as follows
|a-b|²+|a-c|²=8 -> i
let theta be the angle bw a and b and phi be the angle between a and c
Then in 'i'
|a|²+|b|²-2a.b+|a|²+|c|²-2a.c=8
therefore 4-2(costheta+cosphi)=8
-2(costheta+cosphi)=4
costheta+cosphi=-2
It can be inferred that this is possible only if theta=phi=pi
So angle between a and b is pi i.e they are anti parallel and the same with a and c
So a+2b is the same as a-2a=-a(since both are unit vectors and in opp dirn)
and a+2c is also the same as a-2a=-a
therefore,
|a+2b|²+|a+2c|²= |-a|²+|-a|²=2
Just thought I'd share if someone else finds it helpful. Thank you.
Sir where can we get the session pdf?
1:32:38 Arvind sir at 0.5 speed sounds like like a drunk person 😂😂, But jokes aside he is a very brilliant teacher and helped me a lot... Love you sir😄
😂😂😂😂true
0.25 pe toh aur jada 😂😂😂
Sirr you are best. Thank you sirr for such quality teaching❤❤❤❤.
Imp checkpoints
40:35 approch for ques
46:30 standard ques
1:01:15 obsv for incentre
1:03:31 another obvs
1:13:35 standard ques
4:14:58 4:19:16
4:10:15
0:24: 📚 Overview of an independent chapter in 3D Geometry with emphasis on its importance and usage.
16:09: 📐 Understanding the concept of vector support and parallel lines in a simplified manner.
33:01: 💡 Understanding vector operations and concepts in mathematics.
51:55: ⚙️ Method for solving vector problems involving points above two vectors by dividing their terms and comparing values.
1:10:22: 📐 Understanding the concept of position vectors and determining if two vectors are parallel or collinear.
1:28:41: 🔍 Understanding coplanar and collinear vectors through position vectors in the context of mathematics.
1:45:11: 📐 Understanding vector addition and theta angle calculation in physics.
2:03:30: 📐 Understanding projection vectors and their application in vector operations.
2:21:26: 🔑 Understanding the concept of parallel and perpendicular vectors through cross and dot products.
2:40:06: 📐 Understanding vector properties and calculations in geometry with a focus on diagonal and area calculations.
2:57:49: 📐 Explanation of dot and cross products in vectors with determinants and matrix multiplication.
3:15:36: 🔑 Definition of linear independent vectors and implications of linear combination equating to zero.
3:33:06: 📐 Understanding the concept of volume in vectors and its application in tetrahedrons.
3:50:27: 📐 Understanding vector cross product and angle between vectors in geometry.
4:08:31: 📐 Understanding the relationship between variables and solving equations in vectors with Arvind Kalia Sir.
Imp questions list
42:30 intial points ko ek sath likho
47:33 imp standard concept
57:10 repeat
1:06:50 repeat
1:13:32 standard variety
1:24:06 imp point
2:27:23 standar sawal
2:33:23 Ye accha tha...jo nahi pucha usko eliminate hi krdo
3:07:20 vaah guru kya shortucut hai scalar trippel product ka
3:09:50 imp marked question
3:34:50 imp information bro
3:39:30 imp question
3:44:00 sawal ko ghatiya banane ka tareeka
3:50:00 adv q
3:54:00 try this also
4:14:00 isse age jitne questions hai sare solve karo
2:48:20 angle 45 hoga jab sin aur cos equal hote hai for cross and dot products to be equal
angle between a and b 45 hoga. Question mein angle between b and c puchha gaya he
Concept boosted bhai❤
What a way of teaching!
Sir mai bhi sachin sir se padhta hu or aapse Pura chapters ki summary dekh raha hu
Both of you are best ever teacher of maths I love you sir ji ❤
same bhai ..... kya result rha tera plzz guide me ?
2:48:35 is question me acute angle ka use kijiye
Acute angle means 1st quadrant me hai and dot and cross barabar hai means sinx=cosx ...x= 45° angle b/w a and b vector...yaha se |b| ki value aa jayegi 8 fir c wali equation ke sath dot le lijiye... done 😋
I have not done this chapter before.. can i watch this lecture or should i know some in vector then only watch ???
you can watch this lecture if you have never done this chapter , its the best lecture available
@@ayush_9116 Mohit Tyagi ?
@@ShagunTiwari-r7o noo he is arvind kaliya sir
@@ayush_9116 I mean isn't Mohit Tyagi sir lecture are best on RUclips for advance point of view
@@ShagunTiwari-r7o ohh actually I haven't studied from him so I don't know much about how he is but I have heard he is very good for advanced
2:01:42 imp
2:05:06
2:07:39 cosine rule
3:07:17 recall
3:55:40
Lect starts-> 18:32
Bhai pls do one shot of 3-D geometry by This week end I'll need it after practicing 60 70 vectors pyqs
37:31 kese pta chlega internal division hai ya external??
I forgot to add the time stamps for the short trick before this. So ......😅
1:55:26 - Short Trick 1
2:07:23 - Cosine Rule Application
Basic Formulas of Solutions of Triangle aana chaiye like Sine Rule, Cosine Rule, Projection Rule etc
2:07:58
Important statement for Cross Product - 2:14:54
Cross mein side matter kerti hai kisi vector ko common nikalne ke liye - 2:20:17
Short Trick/Observation 2 - 2:26:30
Sin 15 kaise nikalte Hain 😂 - 2:29:24
KFC in Geometrical Significance of Cross Product - 2:36:42
Observation 3 - 2:43:14
Scaler Triple Product is more important - 2:55:15
Clockwise same value - 3:03:05
Amazing Ssn Bhai 🔥🔥❤Bahut kuchh seekha aaj Promise Revision & HW hojayega 🔥Thank u so much Bhai ❤Dher saara Pyaar Dher saari duayein ❤❤🔥
SIR,, MAINE ye chapter bilkul bhi nahi padha hai toh kya iss se kar sakta hu kya?????????
YA FIR YE REVESION KE LIYA HAI.......
PLS TELL 🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏
Revision h yar merko bhi smjh nhi aya
Base se start nhi karaya isme
2:28:10 how c vector be perpendicular to (c X a)
2:32:19 repeat ques
2:40:16 repeat ques
3:30:55 reciprocal system of vectors
3:51:27 repeat ques
4:11:05 standard approach
4:15:29 stastandard approach
sir can i skip triple product?
Yes because it's deleted
No, don't do it, even though it's deleted, we will use the concepts in 3D geometry too.
Bhaiya notes,revision ho gaya.
It was awesome class
Key moments
33:55
1:16:57
1:32:47 hey Ram
2:25:28
😂😂
Bhai, is session me aapka pyaar aur gussa dono dikh rahe the🤓🤕
#ArvindKalia #GOAT
#Merabhai
1:00:39 - 1:00:49 ab isse achcha best moment ek student ke liye kya ho sakta hai. ❤️💖
The feeling i got when you shoutout my name is not expressive in words💞❤️❣️
Love you so much Bhaiya 🫂❣️
🤜🤛❣️🤝❤️
@@g.l.v.lahari1640 timepass karte ho tum toh jab dekho tab
@@KJoshi2006 hi
Sir can I study from these one shots if I don't know anything in maths or is it for revision
Currently for both
3:55:51
Sir, sayad solution galat likha hua hai.
(6-3-1) ki gajah (6-2-1) hona chahiye tha.🤔
Ha bhai
39:31 Sir how do we know that the point c comes after point B on the line why not before point A ??
1:13:50 non parallel vectors ke coeff 0
1:22:47 collinearity of 3 points
1:34:22
1:37:42 coplanarity condition
2:26:43 “ek vector + uss vector ka cross kisi aur vector se” dikhe, toh mod le lena
“2 perpendicular vector add kare ho, then take mod”
2:30:38 langrange’s identity ( relation between dot and cross)
3:14:43 Linearly dependent and independent
3:22:45 when to use these det
3:29:05 reciprocal system
3:44:34 agar koi vector akele chahiye toh vector triple product use
3:58:05 4 vectors ke products
4:01:20 imp result
Bhai class notes kahan pe milenge , PDF share kardo plz.
static.uacdn.net/wp-content/uploads/sites/2/2023/10/09211114/vectors.pdf
Best teacher of maths on this platform
Excellent sir❤
Must Watch Video...Bhai Yaar OP OP OP
After watching lecture when I started solving questions.. questions aise ude rha tha..mujhe ye lesson thoda difficult ja rha tha and bhai ne mera lesson easy krwa diya
I literally cried after solving questions ❤❤❤❤
Love U bhaii🎉🎉❤
Maza aagya ...esa vector aaj tak nahi pdha ❤
at 2:07:29 , ans shd be 23/6, not in options?
Bohut maja agaya sir, cross product bohut acha laga mujhe.... Fantastic😃😃
Bhai 4:07:45 wala q thora bara kar liya agar dono side cross product kar lete to t wala term 0 hojata aur LHS=RHS karke prove kar sakte the
39:30
AC= 2 AB
Oc-OA=2OB-2OA
Oc= 2oB -OA
Sir notes kaha par milenge please batayiye
Me too
static.uacdn.net/wp-content/uploads/sites/2/2023/10/09211114/vectors.pdf
2:32:35 agar tumne dekh liya to sawal aadha solve ho gyi hogi nhi dekha ,to Lanka lag gyi hogi ,funny and epic line😅😂
Maja aa gya sir sare questions bn re h aab toh❤❤❤
Where i can get notes of these sessions Bhai😢
Pls tell us anyone
static.uacdn.net/wp-content/uploads/sites/2/2023/10/09211114/vectors.pdf
app mee bhaji😉
1:56:00 jab bhi 2 vectors ke bich ka angle nikalna hoto uske addition ya subtraction (acc to ques) ke mod ka square kar lena
41:32 repeat❤
50:57 repeat❤❤❤❤❤😂😮
1:09:00 left here ❤❤
I didn't saw a maths lecturar as you cause all maths faculty are very serious but the way smile whole teaching and friendly nature make me to listen and concentrate more sir thankyou very much 💜💜
1:01:52
1:38:21
2:04:57
2:36:05 repeat 2:54:09
Thx sir you made my jee preparation too easy😢Love you Sir❤🎉
get 100 in maths then
1:55:06. ❤.2:26:12.❤.3:23:10❤.
sir, in physics two lines parallel in each opposite called as antiparallel , so why you used here parallel ?
Sir Explain each and every term don't write directly....
Bhai , undo button nhi hai kya , delete all hai toh undo bhi hoga ?? 🥲
sir one small doubt in 3:49:33 (axb) must not be equal to (bxa)(acc to non commutative law) right so hence the angle must also not be 90?
they are |mod| i.e. length of the vectors thus |axb| and |bxa| are same
hope this helps
Enough for Mains?
This with your module practice perhaps
which is thumbnail ,when the video start ,I don't understand
Why such an underrated 😢😢😢
You are really Amazing Sir❤❤❤❤❤
2:36:15 geometrical interpretation of cross product
Enough for advance?
Thankyou so much sir merko vectors ka bilkul feel ni aara tha eqn dekha seekhi bna leti thi par kuch smjh ni aata tha Aaj smjh aagya bdiya se ❤❤❤❤ all thanks to you sir 🙏🙏
Sir timestamps?
At 1:25:46 "PW is emotion"
bhai mast kaam kar rahe hai karte raho..
Devang pardeshi study don't do timepass
@@slinger8579 you too bro
@@devangpardeshi9586 dauli sir
@@slinger8579 bhai dalvi Op
vaise hai kon tu
@@devangpardeshi9586 wahi jiske marks acche aate the pehle
Sorry sir mai apke op bacho jaise nhi hu but I will try to become like your op students 😢😢😢😢😢😢😢😢😢😢
2:47:16 🤯
2:25:35 😮
2:11:04 😮
1:55:14😅
2:05:01 😅
sir 39:25 mai agar external lagayenge to m aur n kya hoga. 😊
2:1
2:32:19 repeat ques
2:40:16 repeat ques
2:03:13 wao
1:55:26
1:58:00
2:43:00
2:24:41 how lamba came can anyone please explain
Repeat this qn guyss donot forgett •••2:36:12•••
1:12:29 imp
Happy birthday mohit sir ❤❤
2.28.10 how c vector be perpendicular to (c X a)
perfecto ... Thank u soooooooooooooooooooo much sir for this beautiful
session , We are in debt for in all of our life times
😍🤩🤩
best teacher for maths
where we can get pdf of this lecture
Anyone tell me please where the notes are available of this wonderful lecture?
Telegram
Link in the discription
Thanks
You're welcome
3:13:00 Linearly dependent
Sir thank u for such a video
Sir pdf download ka link abhi tk add nahi kiya .....
4:14:40 😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊