Applications of Derivatives Class 12 | Lecture 3 |JEE Main | JEE Advanced |Arvind Kalia Sir| Vedantu

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In this session, Arvind Kalia Sir will be teaching all the details about Tangent and normal, Rolle’s Theorem & Lagrange's Mean Value Theorem. VJEE Elite LIVE (12th) series at Vedantu JEE to get your dream scores in JEE 2022 (JEE Main 2022) & (JEE Advanced 2022). We are herewith 👉 Applications of Derivatives IIT JEE Maths | Applications of Derivatives JEE Mains | Applications of Derivatives JEE Advanced | Applications of Derivatives Class 12 IIT JEE | Applications of Derivatives Vedantu JEE | Applications of Derivatives by Arvind Kalia Sir | Tangent and normal Class 12 | Tangent and normal JEE Mains 2022 | Rolle's theorem | Lagrange's mean value theorem. Comment Below!!! and share with your friends.

About Teacher 👨‍🏫: Following his passion, Arvind Kalia Sir (Mera Bhai) joined this noble profession after doing M.Sc. in Maths from IIT Delhi.

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Here’s a quick rundown of what you’re about to learn ⬇️
✦ Applications of Derivatives IIT JEE
✦ Applications of Derivatives JEE One Shot
✦ Applications of Derivatives JEE Mains
✦ Applications of Derivatives JEE Advanced
✦ Applications of Derivatives Class 12 IIT JEE
✦ Applications of Derivatives Class 12 JEE One Shot
✦ Applications of Derivatives by Arvind Kalia Sir
✦ Tangent and normal Class 12 JEE
✦ Tangent and normal JEE Mains 2022
✦ Rolle's theorem
✦ Lagrange's mean value theorem
✦ Class 12 Maths
✦ IIT JEE Maths (JEE 2022)

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Thanks for watching this session on Applications of Derivatives JEE L3 | Tangent and Normal L2, Rolle’s Theorem & Lagrange's Mean Value Theorem | IIT JEE Maths (12th) (VJEE Elite LIVE) by Arvind Kalia Sir.
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JEEVedantu
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For self: 1:09:52 point of intersection ke types of ques
1:11:48 - length of tangent, subtangent, normal, subnormal
1:24:58 - Rolle's theorem ki conditions
1:32:55 - standard approach of rolle's theorem ke sawal
1:38:26 - imp ques
1:45:30 - min number of roots nikaalne wala ques
1:53:17 - langrange theorem ki conditions
1:57:56 imp ques
2:01:13 bada expression ques, but chhota expression hai actually
2:05:05 log wala ques
2:08:30 - "khud solve ho gya tha" Wala ques

priyanshishukla
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Amazing session sir thank u so much for ur efforts we will crack jee for u cause u all do a lot of hardwork for us which we can pay only by cracking jee and we will.

ironbatx
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Sir at 1:03:47, instead of writing the equation by satisfying the point (x1, y1) cant we directly do differentiation of the rwo curve and put x/y in the final step as 1/6 instead of x1/y1 =16 ?.

iitianvedthombre_
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Parametric point for x^2/3+y^2/3= a^2/3 is (acos^3theta, asin^3 theta)
42:12

priyanshishukla
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1:50:00 bhai BAHUT ^INFINITY .... MAZZA AH GAYA !
LUV YOU BHAI !!
LOVED THIS QUES A LOT !!

GaneshKumatole
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Sir jee please mic pehana karo
Sir voice ka clarity nahi hai sir

msarvesh
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Really amazing! I cannot believe how easily you explained this lengthy question.

satyakumarjnve.champaran
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at start at 21:00 how is the df=ifferentiation like this

Dyadav-px
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Seriously bhai..maine mere collage se tc bhi liye hoo.... vedantu ke lectures ko ish se hee mai jee preparation karrahi hooo....boards ke liye government college meh admission Lee hoo...i want to prove myself as a good vedan...by getting good wish a great success to our vedantu tutorial...😇

lekha
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1:45:54 ye question dekh ke hi heart attack aa jayega exam me

yashj
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1:51:00 kya roots coincide nahi kar sakte hai toh 7 roots kaise ??

lemonade