Key moments: 00:22 The video explains factorial, permutation, and combination formulas for arranging and selecting objects. It emphasizes the application of these concepts in solving selection problems. -Factorial notation and its application in arranging objects are discussed. -Permutation and combination formulas are explained for selection problems. 10:17 Factorial calculations and simplification methods are crucial for solving mathematical problems efficiently. Practice and memorization of factorial values aid in quick mental calculations. -Understanding factorial calculations and their significance in simplifying mathematical problems. -Importance of practicing and memorizing factorial values for quick mental calculations. -Explaining the process of canceling out factorial terms in calculations to simplify the problem. -Demonstrating the application of factorial calculations in solving specific mathematical problems. 28:32 Understanding fundamental concepts in permutations and combinations is crucial for solving complex problems effectively. -Permutations and combinations involve arrangement and selection questions, with permutations focusing on arrangements. -Having a strong grasp of basic principles in PNC makes solving questions easier and more manageable. -In a specific example, counting four-digit numbers between 5000 and 10000 illustrates the application of permutations. 38:35 Understanding permutations and combinations with and without repetition is crucial for solving problems involving selecting and arranging elements. The video illustrates the importance of considering all possible scenarios to determine the total number of outcomes. -Explaining the concept of permutations and combinations with repetition, emphasizing the significance of considering all options. -Demonstrating the calculation process for determining the total number of outcomes when repetition is allowed in different scenarios. -Discussing the approach to solving problems involving permutations and combinations without repetition, highlighting the need to consider all possible cases. 48:39 Selecting options from a set requires careful consideration of constraints and possibilities to arrive at the correct answer, highlighting the significance of grasping the underlying concept. -Selecting options from chairs involves considering constraints like zero and five, leading to different outcomes based on possibilities. -The process of selecting options and multiplying values to reach the final answer is demonstrated, showcasing the importance of systematic calculation. -Exploring scenarios of repeating digits and forming numbers with specific patterns, illustrating the complexity of decision-making in such situations. -Discussing the selection of courses from a set, focusing on the balance between language and non-language options to achieve the desired total number of selections. 1:01:38 Understanding the difference between formation of groups with distinct objects and bagger coins is crucial. The process involves making bundles of distinct objects and distributing them among different entities. -Distinguishing between distinct objects and bagger coins is essential for the formation of groups. -Explaining the process of making bundles with distinct objects and distributing them among different entities. 1:14:42 Teams are assigned to cars, permutation of similar objects is explained, odd numbers with specific digits are calculated, and vowels are arranged in a word. -Explaining the assignment of teams to cars based on specific criteria. -Discussion on the concept of permutation of similar objects. -Calculation process for odd numbers using specific digits. -Arrangement of vowels in a word to have them together. 1:24:51 Understanding the arrangement of vowels and consonants, calculating factorials, and solving permutation problems in linear and circular formats are key concepts covered in the video script. -Explaining the arrangement of vowels and consonants and the importance of factorials in calculations. -Discussing the concept of arranging elements in a linear manner and the significance of gap filling in permutations. -Exploring circular permutations and the difference between linear and circular arrangements. -Solving permutation problems involving the arrangement of boys and girls in a circular setting while ensuring specific conditions are met. 1:34:53 Factorial calculations are used to determine arrangements in linear and circular formations. The bagger coin method involves distributing objects among baggers based on specific conditions. -Factorial calculations are essential for determining arrangements in linear and circular formations. -The bagger coin method involves distributing objects among baggers based on specific conditions. 1:57:46 Understanding arrangements of objects in color places is crucial for solving exam questions. Different scenarios and formulas are presented to help with arrangements. -Explaining the concept of arranging objects in color places and the various methods involved. -Providing examples of arranging objects correctly and the significance of values in the process. -Discussing the importance of arrangements in exams and the impact of incorrect arrangements. -Introducing formulas and methods for calculating arrangements of objects in color places.
00:14 Introduction to Permutations & Combinations 02:19 Introduction to factorial notation and PNC 06:25 Permutation is about arrangement 08:25 Understanding permutations and combinations 13:17 Understanding the factorial value of n and permutations 15:23 The factorial patterns for permutations and combinations are explained. 19:29 Manipulating factorials to find the difference of terms in a series. 21:26 Discussion about permutations and combinations in the context of factorials and combinations 25:33 Understanding the concept of permutations and combinations 27:21 Understanding the usage of plus one in permutations and combinations. 31:20 Understanding permutations with serial numbers 33:17 Understanding permutations of words starting with specific letters 37:13 Understanding PNC will make the entire chapter and questions easy 39:15 Understanding permutations and combinations 42:47 Permutations and Combinations for number combinations 45:02 Repeating digits exactly twice 49:02 Understanding the formation of numbers through permutations and combinations. 50:59 Understanding permutations and combinations in committee formation 55:09 Selecting combinations without repetition and restriction 57:08 Selecting permutations and combinations from 10 boys 1:00:52 Understanding permutations and combinations is essential for tackling PNC problems. 1:03:02 Understanding the distinction between distinct objects and distributor. 1:07:01 Understanding permutations and combinations in forming and distributing bundles 1:08:57 Dividing people into teams for hotel rooms. 1:12:45 Calculating the number of ways to form teams based on capacity and number of people. 1:14:38 Assigning teams to cars with permutations and combinations. 1:18:33 Understanding permutations and combinations in detail. 1:20:44 Understanding the concept of forming odd numbers using similar objects 1:25:18 Understanding permutations with factorial and arranging alphabets 1:27:38 Select and fill gaps with C and S to find answer 1:32:02 Understanding permutations and combinations in seating arrangements. 1:34:01 Permutations and Combinations explained with example 1:38:39 Understanding the method to count the ways of arrangements. 1:40:34 Permutations and Combinations with Coins and Sticks 1:44:20 Dividing 17 oranges among three baggers using permutations and combinations 1:46:35 Understanding permutations and combinations with 21 coins and three baggers 1:50:43 Counting the cases with permutations and combinations 1:52:52 Permutations and Combinations involving removal of cases 1:56:51 Permutations and Combinations are about arranging objects in different ways 1:58:48 Understanding permutations and combinations 2:02:50 Clear concepts lead to better questions and understanding
My personal time stamps................ 1:01:00 --- formation of groups ( vs beggar coin) 1:14:00--Q1 1:16:10-- permutation of alike objects 1:22:00- Q1,Q2,Q3 1:29:42- circular permutation 1:35:11-Q1 1:37:00 - beggar coin principle 1:44:00-- Q1,Q2,Q3. 1:54:20-- derangement principle 2:01:00-- only PYQs of derangement
Are sir kya baat hai NV sir >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> ♾️
Sir , math me biii Kuch zidd type ki series start Karlo , Jahan graphs , logarithms , trigonometric properties , nv tricks in algebra yes sabb Har Roj 20 se 30 min revise Karle ….. Jakki hum yeah basic chizzo me naa Fasse … pls sir ❤.
20:31 keep the formula and barish method 25:38 rank of the word🔍📖chota Bhai 51:37use of logic of consecutive terms 56:54 logic of neglecting 1:00:21 atmost case Identical objects distribution= beggar method 🪙🪙 Different object distribution= groups 📚 1:02:29 formation of group 📦📦
19:00 25:06 43:35 good question 54:02 1:02:10 formation of group (distinct objects) 1:12:25 car problem 1:16:13 next topic 1:21:13 1:26:23 gap filling question 1:29:50 circular permutation 1:54:20 derangement
Sir, in 35:15 we can apply the shortcut and get the answer by applying the same method for the word THAMS... I tried that way and the answer was correct
Yeah, i don't get the difference between the two questions both THAMS and MATHS when arranged alphabetically are same, maybe not use trick if the word given has less alphabets than that of the word permuted
Is it enough for jee mains (theory wise) mereko pta hai practice Karni hogi bas ek doubt hai ki puri theory covered hai jee mains and advanced ke liye ???
Bhai maths mein theory zyada nhi hota , hn different types of questions hote hai , ab wo tereko to practice karni padegi , baki sir ne major types cover krwa diye , last 2 year ke pyqs iske alawa, and u will be good to go👍
Rank of a word: 23:40
Formation of Groups: 1:03:04
Beggar-Coin: 1:37:07
Dearrangement: 1:55:14
thankss
1:35:00 . Here for linear you will get 7C2 not 6C2 , because in linear no of gaps in n+1.....
Key moments:
00:22 The video explains factorial, permutation, and combination formulas for arranging and selecting objects. It emphasizes the application of these concepts in solving selection problems.
-Factorial notation and its application in arranging objects are discussed.
-Permutation and combination formulas are explained for selection problems.
10:17 Factorial calculations and simplification methods are crucial for solving mathematical problems efficiently. Practice and memorization of factorial values aid in quick mental calculations.
-Understanding factorial calculations and their significance in simplifying mathematical problems.
-Importance of practicing and memorizing factorial values for quick mental calculations.
-Explaining the process of canceling out factorial terms in calculations to simplify the problem.
-Demonstrating the application of factorial calculations in solving specific mathematical problems.
28:32 Understanding fundamental concepts in permutations and combinations is crucial for solving complex problems effectively.
-Permutations and combinations involve arrangement and selection questions, with permutations focusing on arrangements.
-Having a strong grasp of basic principles in PNC makes solving questions easier and more manageable.
-In a specific example, counting four-digit numbers between 5000 and 10000 illustrates the application of permutations.
38:35 Understanding permutations and combinations with and without repetition is crucial for solving problems involving selecting and arranging elements. The video illustrates the importance of considering all possible scenarios to determine the total number of outcomes.
-Explaining the concept of permutations and combinations with repetition, emphasizing the significance of considering all options.
-Demonstrating the calculation process for determining the total number of outcomes when repetition is allowed in different scenarios.
-Discussing the approach to solving problems involving permutations and combinations without repetition, highlighting the need to consider all possible cases.
48:39 Selecting options from a set requires careful consideration of constraints and possibilities to arrive at the correct answer, highlighting the significance of grasping the underlying concept.
-Selecting options from chairs involves considering constraints like zero and five, leading to different outcomes based on possibilities.
-The process of selecting options and multiplying values to reach the final answer is demonstrated, showcasing the importance of systematic calculation.
-Exploring scenarios of repeating digits and forming numbers with specific patterns, illustrating the complexity of decision-making in such situations.
-Discussing the selection of courses from a set, focusing on the balance between language and non-language options to achieve the desired total number of selections.
1:01:38 Understanding the difference between formation of groups with distinct objects and bagger coins is crucial. The process involves making bundles of distinct objects and distributing them among different entities.
-Distinguishing between distinct objects and bagger coins is essential for the formation of groups.
-Explaining the process of making bundles with distinct objects and distributing them among different entities.
1:14:42 Teams are assigned to cars, permutation of similar objects is explained, odd numbers with specific digits are calculated, and vowels are arranged in a word.
-Explaining the assignment of teams to cars based on specific criteria.
-Discussion on the concept of permutation of similar objects.
-Calculation process for odd numbers using specific digits.
-Arrangement of vowels in a word to have them together.
1:24:51 Understanding the arrangement of vowels and consonants, calculating factorials, and solving permutation problems in linear and circular formats are key concepts covered in the video script.
-Explaining the arrangement of vowels and consonants and the importance of factorials in calculations.
-Discussing the concept of arranging elements in a linear manner and the significance of gap filling in permutations.
-Exploring circular permutations and the difference between linear and circular arrangements.
-Solving permutation problems involving the arrangement of boys and girls in a circular setting while ensuring specific conditions are met.
1:34:53 Factorial calculations are used to determine arrangements in linear and circular formations. The bagger coin method involves distributing objects among baggers based on specific conditions.
-Factorial calculations are essential for determining arrangements in linear and circular formations.
-The bagger coin method involves distributing objects among baggers based on specific conditions.
1:57:46 Understanding arrangements of objects in color places is crucial for solving exam questions. Different scenarios and formulas are presented to help with arrangements.
-Explaining the concept of arranging objects in color places and the various methods involved.
-Providing examples of arranging objects correctly and the significance of values in the process.
-Discussing the importance of arrangements in exams and the impact of incorrect arrangements.
-Introducing formulas and methods for calculating arrangements of objects in color places.
😐😐😐
itne me toh video dekh lunga 1.5x pe
00:14 Introduction to Permutations & Combinations
02:19 Introduction to factorial notation and PNC
06:25 Permutation is about arrangement
08:25 Understanding permutations and combinations
13:17 Understanding the factorial value of n and permutations
15:23 The factorial patterns for permutations and combinations are explained.
19:29 Manipulating factorials to find the difference of terms in a series.
21:26 Discussion about permutations and combinations in the context of factorials and combinations
25:33 Understanding the concept of permutations and combinations
27:21 Understanding the usage of plus one in permutations and combinations.
31:20 Understanding permutations with serial numbers
33:17 Understanding permutations of words starting with specific letters
37:13 Understanding PNC will make the entire chapter and questions easy
39:15 Understanding permutations and combinations
42:47 Permutations and Combinations for number combinations
45:02 Repeating digits exactly twice
49:02 Understanding the formation of numbers through permutations and combinations.
50:59 Understanding permutations and combinations in committee formation
55:09 Selecting combinations without repetition and restriction
57:08 Selecting permutations and combinations from 10 boys
1:00:52 Understanding permutations and combinations is essential for tackling PNC problems.
1:03:02 Understanding the distinction between distinct objects and distributor.
1:07:01 Understanding permutations and combinations in forming and distributing bundles
1:08:57 Dividing people into teams for hotel rooms.
1:12:45 Calculating the number of ways to form teams based on capacity and number of people.
1:14:38 Assigning teams to cars with permutations and combinations.
1:18:33 Understanding permutations and combinations in detail.
1:20:44 Understanding the concept of forming odd numbers using similar objects
1:25:18 Understanding permutations with factorial and arranging alphabets
1:27:38 Select and fill gaps with C and S to find answer
1:32:02 Understanding permutations and combinations in seating arrangements.
1:34:01 Permutations and Combinations explained with example
1:38:39 Understanding the method to count the ways of arrangements.
1:40:34 Permutations and Combinations with Coins and Sticks
1:44:20 Dividing 17 oranges among three baggers using permutations and combinations
1:46:35 Understanding permutations and combinations with 21 coins and three baggers
1:50:43 Counting the cases with permutations and combinations
1:52:52 Permutations and Combinations involving removal of cases
1:56:51 Permutations and Combinations are about arranging objects in different ways
1:58:48 Understanding permutations and combinations
2:02:50 Clear concepts lead to better questions and understanding
merlin
bhie kitna vela ho
Bhai 🙇🏻♀️
TQ for this much effort 😮😇
Merlin AI
@@Puneetmehta288 most probably AI
My personal time stamps................
1:01:00 --- formation of groups ( vs beggar coin)
1:14:00--Q1
1:16:10-- permutation of alike objects
1:22:00- Q1,Q2,Q3
1:29:42- circular permutation
1:35:11-Q1
1:37:00 - beggar coin principle
1:44:00-- Q1,Q2,Q3.
1:54:20-- derangement principle
2:01:00-- only PYQs of derangement
And now it helped me ! Cz these were the things i wanted to get timestamped
👍
yaar itna crisp and to the point kon kaise le sakta hai must be the best video across entire youtube.
Are sir kya baat hai NV sir >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> ♾️
1:42:29
This question came in my shift and i could do only because of you❤
Thanks sir
Because of your contribution
I got 97.8 percentile
is it sufficient for mains?
@@soumyasingh28_ yes
What is your rank
Sir , math me biii Kuch zidd type ki series start Karlo , Jahan graphs , logarithms , trigonometric properties , nv tricks in algebra yes sabb Har Roj 20 se 30 min revise Karle ….. Jakki hum yeah basic chizzo me naa Fasse … pls sir ❤.
❤
Zidd series would suit Maths even more than Chemistry. Such series would be extremely helpful!
Yes sir for 2025 students
Legends are born in India
Hence Proved by NV Sir
😂
A Big Thank You Sir
3:06 LEC start 3:06
20:31 keep the formula and barish method
25:38 rank of the word🔍📖chota Bhai
51:37use of logic of consecutive terms
56:54 logic of neglecting
1:00:21 atmost case
Identical objects distribution= beggar method 🪙🪙
Different object distribution= groups 📚
1:02:29 formation of group 📦📦
Nice job 😂
Best series for revision🙂
Good lecture for permutations and combinations ❤❤😊
Thank you sir 😊
Best series for revision ❤️❤️ thank you sirr🌟🌟
kitne marks aaye
97 percentile in maths❤
One of the best teacher🙌🏻🙌🏻
best of the best teacher
Gained confidence in this chapter tq soo much sir ..
Decent video for permutations combination ❤❤❤❤❤
19:00
25:06
43:35 good question
54:02
1:02:10 formation of group (distinct objects)
1:12:25 car problem
1:16:13 next topic
1:21:13
1:26:23 gap filling question
1:29:50 circular permutation
1:54:20 derangement
Sir u are the best!!!!!!!!no words
Best teacher of maths I ever saw ❤❤❤❤❤
33:55 sir isme shortcut THAMS word pe lagate to bhi aa jata ans
Hmm
Sir aap mere fav math teacher hai🎉🎉
20:30
25:40
30:06
31:44
38:00
42;00
44:30
51:50
55:30
1:03;00
1;12:20. 1:17:00. 1:26:30.
1:28:20 1:32:00 1:39:00 1:46:30. 1:56:30
Most underrated teacher ❤❤❤ GOAT 🐐🐐 🐐 OF MATHS , NV SIR
great session, definitely worth 2 hours, best video on pnc
Thanks a lot sir , it was very helpful 🤍🤍⭐⭐
Legend + Wizard = Lizard 🫡🫰 sir u r such a amazing underrated teacher love u sir 💖❤️💕💕
I have a suggestion. Please add timestamp to each jee brief videos you make.
1:35:03 sir here in linear permitation 7 gaps will be their and so.. 7c2 will come na sir 🧐
I am also looking for this , yes bro you are right 😊
Sir the session went really awesome and it became easy to solve the problems thanks a lot sir for jee brief series ❤️
All the best sir for you new channel
Sir, in 35:15 we can apply the shortcut and get the answer by applying the same method for the word THAMS... I tried that way and the answer was correct
Ok , and?
Yes , we have to 😮
@@Pogi_saxual kya hua? jyada oversmart ban rha?
Yeah, i don't get the difference between the two questions both THAMS and MATHS when arranged alphabetically are same, maybe not use trick if the word given has less alphabets than that of the word permuted
@@mytop55555yes but I don't think so this type of question may not be made
Sir you are great🔥🔥
Best teacher ❤
1:26:26
We can solve this easily by considering cs as one unit and subtract from total 👍👍
God of maths vora sir🔥🔥
30:49 36:04 36:16 43:31 50:11 1:01:21 1:15:57 1:20:17 1:24:00 1:29:26 1:36:51 1:45:07 1:45:55
1:27:37 [ Mistake ⭐ ] 3 groups same nikle hain toh (3!) Bhi divide hoga na ?
Thank you so much Sir❤️❤️
Tnqs NV sir and Sakshi mam❣️❣️❣️❣️❣️❣️🤗🤗🤗
Magician of mathematics ❤
Best lecture of pnc for revision
Thank you❤🙏 Sir
@ 14:10 it should be 2n-1 na ?? 🤔🤔
Yes bro it should be 2n-1 I to have the dought
You just won the best teacher name plate 🎉
Great session ❤❤❤❤
58:00 Doubt.
sir pls keep time stamp it helps us a lot
1:48:26 Jabar Question hai
1:58:51 Learn the D values
beggars coin method mein apne atleast bataya lekin atmost ke liye kya krna hai?
NV sir is obssesed with ultametly word😂
Sir mathematics Wale question me jab apan ne grouping ki to neche 2 2 2 same h to multiply by 3 factorial bhi to hoga
Public problem me 5,! Kyu aaya kaise ayaa...ye 4,! Aachuka naa
28:38
POV- 1:45:43 Sir calling childs as beggar 💀😂🤣
Very very thank you sir.....❤❤
Ty sir ❤
18:05 18:21 25:12 33:02 36:26 41:56 44:00 51:27 55:23 56:29 1:04:38
50:43 Doubt.
1:52:53 distinct
B1 b2 54:29
Thank you sir ❤
Sir, your teaching method is awesome 👌 👏
Sir rank of word me THAMS short cut se bhi nikl rha h
Thanku Sir ❤
thank you sir for the help
Sir can you also do full lectures for 11th and 12th and something similar to bounce back series
It's very helpful for me as a college first year student.
Which clg
@@anmolsinghrajput5807
MMMUT ,Gorakhpur
Thank you so much sir❤❤🎉🎉
Sir aap se padane ke baad p&n chapter akdam chidhi laga 🎉🎉🎉🎉🎉🎉🎉🎉🎉🎉🎉🎉🎉🎉🎉🎉❤❤❤❤❤❤❤
P&C hota h 🤓🤓🤓
@@Pogi_saxualhahaha 😂
Question karle pahle
Superb yaar🎉
46:15
41:29
38:00
51:35
1:03:34
1:20:44
1:26:41
thankkkk you sir❤
great explanation sir ❤
1:48:20⭐
Thank u so much sir 🥰🥰🥰🥰🥰
THANK YOU SO MUCH SIR
Hello sir, in algebra when will you be taking complex numbers?
Sir Lawyer Se Jyada Cases Aap Bana Dete Ho
luvvv uuuu♥♥♥♥♥♥♥♥♥
thank you sir
Sir notes telegram PE mil nhi rhe h
Sir in questions based on combination in case 2 the 2nd time will be 7not 8because 2numbers will be subtracted right
1:33:25 only legends can understand that what is sir trying to say🤣🤣🤣🤣
Is it sufficient if i have did it once but bohot dino bad kar rha vapis
Yes
Super video ❤
1:27:41 SIR 3 FACTORIAL SE DIVIDE NHI HOGA? KIUKI 2 TO 3 BAR AA RAHA HAI?
no bro there is nothing like that group formation. we are only counting no of words
28:22 sir linear me 7c2 hoga na
1:08:58 Revise it(Sir).
Ye ncert ke questions nahi h?
sir what about geometrical part of pnc
Is it enough for jee mains (theory wise) mereko pta hai practice Karni hogi bas ek doubt hai ki puri theory covered hai jee mains and advanced ke liye ???
Bhai maths mein theory zyada nhi hota , hn different types of questions hote hai , ab wo tereko to practice karni padegi , baki sir ne major types cover krwa diye , last 2 year ke pyqs iske alawa, and u will be good to go👍
thank you sir.....
32:15 SAME ANSWER IS COMING EVEN BY SHORTCUT 😅
17:19 Pr 21 ki placce pr 42 kaise aya
Nv sir is best💯👍👍
Sir complex no kb krwaoge??😢😢😢😢
✔ Notes ✔
Nv sir matlab love ❤
57:00
Guys is this sufficient for jee mains???
Yes you have to do some pyq
thank you