Real Analysis | Mean Value Theorem | Rolle's Theorem - Proof & Examples

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This video lecture on Real Analysis | Mean Value Theorem | Rolle's Theorem - Proof & Examples | Problems & Concepts by GP Sir will help Engineering and Basic Science students to understand the following topic of Mathematics:
1. What is Mean Value Theorem in Real Analysis?
2. Proof and Examples Of Rolle's Mean Value Theorem.
3. This helpful For CSIR NET, IIT-JAM, GATE Exams.
4. This is Part Of Real Analysis.
#RealAnalysis #MeanValueTheorem #RollesTheorem #ShortTrick #EngineeringMahemaics #BSCMaths #GATE #IITJAM #CSIRNET
This Concept is very important in Engineering & Basic Science Students. This video is very useful for B.Sc./B.Tech & M.Sc./M.Tech. students also preparing for NET, GATE, and IIT-JAM Aspirants.
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Time Stamp
Rolle’s Mean Value theorem-
0:00 | An Intro
0:23 | Topic Introduction
0:58 | Rolle’s Theorem: Statement
1:33 | Geometrical interpretation of theorem
2:56 | Rolle’s Theorem: Proof
8:33 | Question 1
9:51 | Question 2
11:24 | Question 3
15:10 | Conclusion of video

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Dr.Gajendra Purohit
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You're actually a brilliant teacher, the concept is difficult until the teacher knows how to

nikhiltrake
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my engineering college will start after 10..12 days but my college is not top level college but I want to learn all things and dont want to make any mistake in learning hope your channel will help me sir thanks for this awesome lecture

aditikulkarni
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15:54 my 1st semester full mathematics course i coverd with the help of your video sir... So i am grateful to you.

EEE
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Thank you so much sir, anybody can learn the theorem very easily if he or she watches this video. The proof, that you have shown is just awesome 👍🏻👍🏻

debadritoaichsarkar
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Sir i am very confused in topic but after showing this video i all done my doubts ...thank you sir

darjigovindbhai
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for btech- 1st year
differential calculas 1-
introduction to limits
continuity and differentiability
rolles theorem
langranges mean value theorem and couchy theorem
successive differentiation(nth order derivatives)
leibnitz theorem and applications
envelope of family of one and two parameter
curve tracing : cartesian and polar coordinates

rishvigupta
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Thank you so much sir 🙌❣️ I left the 1st semester because the online classes of our clg is not understanble for me 😔 . Thank you sir 😊 for making these videos ❣️🙌

Magicfounds
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Sir I Can't express in words ..how awesome u r teaching🙏🙏💯💯💯👌👌👍👍👍👍
best explanation ever👍👌💯💯

MrGAMER-moyq
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Thank you much sir ❤❤ 5 din se atak rahi thi abb sab clear hua ❤️🥰🥰🥰🥰🥰 i am very happy ☺️☺️ esa lagta hai jese aaj ka din safal hua mera 🥰

ayushipanwar
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Thanks sir
Please next video on Cauchy mean value theorem

ankushrathore
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Sir, In MSc Real Analysis par video banaeye.
Jaise Riemann-stieljes ke bare me
Property of rs integral

krishnamusicalworld
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Ooo woww nice explanation of it's prv sir✌️✌️✨✨

Relates_to_ur_life
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Sir Ji Linear Programming Started keejiyeUNIT - I
Yah Sab Topic Cover keejiye please
Introduction to linear programming problem, convex sets and their properties, Graphical method,
Theory of simplex method, optimality and unboundedness, the simplex method, introduction to
artificial variables, two-phase method, Big-M method. (3 questions)
UNIT - II
Duality, formulation of the dual problem, primal-dual relationships. (1 question)
Transportation problem and its mathematical formulation, northwest-corner method, lowest cost
entry method and Vogel’s approximation method for determination of starting basic solution,
optimality test, algorithm for solving transportation problem, assignment problem and its
mathematical formulation, Hungarian method for solving assignment problem.

UttamKumar-jzoj
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The Mean Value Theorem states that at one moment your instantaneous speed is going to match your average speed. For example, you drive from city X to city Y and it took you 2 hours to drive a distance of 170 miles. Then your average speed is 170 miles/2 hours = 85 miles/hr. The MVT states that at one moment your instantaneous speed was 85 miles/hr.

Credit: Quora

doggydoggywho
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Sir you are providing notes with best explanation 👍🙂

__Kuch_Bhi___
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Very helpful sir
Kash professor bhi itna acha pdate

weird_a_weird
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Sir sequence and series par bhi video banaye🙏🙏🙏🙏🙏🙏🙏🙏🙏💞💞💞💞💞💞💞

rajansciencemasti
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Thank you sir.i am following you from 2020to now in every seamster
(From Bangladesh)

monirahoque
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This batch is very good for every student

MangaPrime-eivg
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Sir, aapki tulna kisi se bhi nahi ki jaa skti, really you are great

sunilkumarpareek