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

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Sir screen ki..brightness thora kam kar dijiye dekhne me prblm hota hai..🙏🙏🙏🙏🙏

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Riding mode on karle

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Apna brightness kam karle bhai😂

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@@thebharatmatters kaise kaise log rehte hai yaha🤣🤣

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@@amanpushp4949 hahah

[@priyanshubhargav1078]

At 2:19 , that way of proving is incorrect as f(b)-f(a) / b-a = f(c1) and similarly it will be g(c2). We don't have any means to say that c1 and c2 are equal.

[@rajeevkandpal8548]

You are right

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True

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Bahut hi अच्छा काम कर रहे हो सर बहुत बहुत धन्यवाद आपका 🙏

[@subhajitsarkar6875]

Sir, it would b more helpful if u could add geometrical interpretation also.

[@shashibhushan323]

Yes we need that

[@sagnikbej1236]

Cauchy's theorem ki geometric interpretation nahi hoti hai....

[@pcm0100]

Bad​hiya 🙂@@sagnikbej1236

[@manishabharti3964]

Sir, DeMoivre's Theorem per video creat kr dijiye..plz sir 🙏🏻

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Inbox me

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@@manobray1800 😂😂😂😂

[@__ShivamPal]

Thank you sir , your videos are more helpful for me.

[@UtsoBasak]

❤❤❤ sir take my honor. Many thanks for your love, from 🇧🇩

[@manojkumardandapat2037]

Bahut achha video..Sir...it is very helpful for us ..Thank u Sir for your hard working towards us

[@JyotiKumari-hd6xo]

Sir plz UPSC mathematics optional kiliye vedio upload kijiye..

[@shreyansarkar3336]

Namaste sirji🙏

[@Thakur_Mahak]

Nice, sir you are best explainer

[@prabhatverma44]

How to start preparing for UPSC maths optional...? plz guide sir ...!

[@theknowledgehive8120]

Sir make a video in generalized mean value theorem and Lagrange's form of remainder ,Tylor's theorem with Cauchy's form of remainder

[@sanjaymali1756]

SIR, WE CAN'T PROOV THE CAUSHY MVT BY USING MVT ON F(X) AND G(X) BECAUSE IF WE APPLY MVT ON F(X) WE GET C=C1 AND APPLY MVT ON G(X) WE GET C=C2 AND IN GENERAL C1 NOT = C2

[@sushmit9859]

Helloooo bacchooooooo

[@hardikagarwal1349]

thankyou sir for your efforts....

[@anasshoaib4308]

Great Sir.g👍..........Sir.g ap Thora jldi jldi bolty hn kindly Thora slow bola kri jy.☺️

[@subhalaxmipattnaik697]

really awesome sir

[@PreetiYadav-ow2ep]

Sir aap bhut acha pdate hai plz aap BHU university mee pdhane k liye aa jayiye na..yahan pr math k professor ekdm acha ni pdate ..boring lgta h

[@Xyz420-j6f]

Sir, please make videos on dynamics mathematics.

[@dumbhit4461]

Your real analysis series is very good, you are explaining good in this series than your other videos

[@arjundas5762]

Sir! That condition should Not be : f(x) & g(x) are polynomial function. Be : f(x) & g(x) are given continuous & differentiable in [a,b] & (a,b) respectively.

[@sounakroy1933]

Polynomials are continuous and differentiable.

[@jpatelsir6351]

Sir Dil se bahut bahut dhanyawad sir

[@Crickversity1]

Sir you are great I understood all theorem

[@harshitpandey9598]

Pranam Grudev 💐

[@mathsloversjn3453]

Very nice video sir

[@anujbhala4080]

Sir kal exam hai apki vedio dekke purra clear hoa gaya thanks very much sir 😀

[@islamscience3697]

Thank You Sir ❤❤

[@ssccoaching7035]

Thanku so much sir

[@uniqueeasystudy5244]

Thanks you so so much sir for helping us

[@FinEconTalks]

Thanku so much sir your videos are really helpful 🙏🌸

[@AmitKumar-rc2yx]

Outstanding explanation Sir

[@ashabhakuni7172]

Thank you so much sirjii

[@Avinash_Avee]

U are like God ❤️🙏 sir really very well in teaching than our lecture bcz they never teach it deeply like u do in few mins ❤️

[@Kidsbite21]

Sach me yarrr......bhot hi aacha padhaya .......mere to kuch smj ni aara tha ....but yha se me full satisfy huu 🥺😘😘😍🌸

[@shailendrakumar7055]

Thank yoy sir so much

[@harshprajapat165]

Hard work❤️🥺

[@praveshkumarpal3896]

सादर प्रणाम सर ❤🙏

[@arnavlearningandgamingchan7630]

Thankyou so much sir 🌺

[@HimanshuSihag-kw1zg]

Thank you guru ji ❣️

[@upendraupendra935]

Thank you so much sir

[@rajmeena32655]

Good morning guru ji

[@saivamshi7670]

Sir rolles theorem super explanation👍👌

[@teleprovenetwork]

sir you are so good, you teach us with so basic. But my professor not teach well, during teach he said you are familiar with this bla bla theorem.

[@akashdubey8009]

Sir real analysis ka playlist bana dijiye

[@Kidsbite21]

Thankyou ....sir......thankyou so much ❤️🌸🌸

[@Rakeshkumar-jf4ty]

Very nice sir 🙏 🙏

[@Minaflavour]

Sir your videos on mean value theorems is besto

[@bikrammondal1190]

Sir TIFR jase exam k written test mein kaise question ko answer dia jata hain ek vdieo banake help kijiie ga please .written mein proof s or neye concept based proof k lie hame kaise teyar rehena chiea?

[@abhisheksatpathi5767]

Please some more vdos on this topic..i kindly request u sorry 🙏🙏

[@PoojaMishra-rg3qp]

Very well explained sir thank you so much 🙏😊

[@shashibhushan323]

Can u explain about darboux theorem

[@shashibhushan323]

Or suggest any video

[@PoojaMishra-rg3qp]

@@shashibhushan323 u can go for Jaipal vishwakarma sir's channel

[@shashibhushan323]

@@PoojaMishra-rg3qp thnk u

[@chandankumargupta8174]

Nice understanding sir

[@saurabh2399]

sir make video on concept of congruence

[@babluprajapati1009]

Hello sir bsc ka analytic geometry ka video plz sir

[@NRUSINGHAPRASADMAHAPATRA]

Thanks sir 😊🙏🙏

[@aryanshukla844]

Baaaprey itna speed me bol rahe ho sir kaise samjega humlog totally new hai concept se aapko aata hai itna fatafat bologe toh samjhu kaise

[@rajkanyadutta7958]

Sir can you please give the darboux theorem

[@ManojKumar-xw7yc]

Why we apply rolle's theorem after assuming a function ...

[@rajeevkandpal8548]

Why not , how can we say that it will satisfy

[@BTCIV_AyushMalviya]

ThankYou Sir

[@chandankumargupta8174]

Sir iit jam kaa liya sequence and series par important question kaa video banayaa sir

[@rajeevkandpal8548]

Sir how can you say that F(x) will satisfy the rolle's theorem

[@dipenderyadav98]

Bcoz as sum of two continuous and diff. And following f(a)=f(b)

[@ShlokAgrawal-p4y]

sir reduction formulae ke upper video bana dijiye

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Best sir

[@SR-kd4wi]

Sir, can you add Ring Homomorphism and Ring Isomorphism theorems.

[@niketsharma5069]

Sir reduction formula chapter ka lecture bando please

[@dineshvarma2558]

Sir make a vedio on matrices ,eigen values

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Gate 2021 cs k liye important discrete mathematics pr lecture bna skte h

[@siddheshthakur8079]

Thanks

[@uchihamadara69690]

5:00

[@shakunthalas5491]

This video is not clear vision. can you please make it visual sir?

[@AshutoshKumar-nu4vi]

Andha hai kya la...

[@Mendel162]

@@AshutoshKumar-nu4vi 😂

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[@Ssmaxextreme]

Your eye dont have clear vision please use a compatible eye

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144p se 480 pe karle 😂😂

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Sir please make video on network models operation research

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Thanks sir you are great sir 💞💞💞

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Sir, sath me kuch problem bhi kra lo 🙏

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Good sir

[@manishpal1501]

thanks sir

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Sir plzz solid geometry krva do

[@mahfoozahmad4846]

sir screen thoda light kijye

[@current_hack]

Sir toh khud pda kr khud hi pd rhe😅 5:04 5:04 5:04 5:04 5:04 5:04 5:04

[@ashutoshshringari9]

is this theorem also called as generalised mean theorem, sir?

[@d.h.ggaming7950]

Yes

[@keddyZER0000]

How to get the PDF of these videos?

[@learnfast8706]

Screen is not clearly visible

[@mathclub3669]

Sir, can you please show the geometrical interpretation of this theorem, I can't get.

[@shailendrakumar7055]

Video pura clean nhi hai

[@shailendrakumar7055]

Sir pahle jaisa

[@ebuibrahimladakhi7169]

Sir how to check continous

[@kaushikpaul2004]

sir -e to the power -b and +e to the power -a hoga shayad wo galat aa rha hai mera

[@robbaharsha2062]

Brightness is too high

[@khushidewade6228]

2:19 wrong

[@bhubankheti1729]

Bhai hadbadi me kyu rehte ho

[@talarad1571]

why F'(c) is 0?

[@shivamvijay8326]

1st.

[@ranjitchauhan7841]

It is in my salabus

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anyone from vit ap?

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Sir ghanta kuch nhi dekh raha hai board ka

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Sir g screen clear ni ha

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Bhut speed padhate hai

[@alihamzaali2227]

well explained but brightness bahut jyada hai problem ho raha dekhne me sir

[@yashsen8896]

Sorry but apka ek percent samajh nhi ata pta nhi baki kaise samjh lete hai

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Samajh ne k liye khud k pass bhi tohra dimag hona chahiye na

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Sir please teach us on black screen or reduce the brightness....

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❤❤

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Sir application vi kra dede