Problems on Lagrange's Mean Value Theorem/LMVT/First Mean Value Theorem

Problems on Lagrange's Mean Value Theorem/LMVT/First Mean Value Theorem
Dear students, based on students request , purpose of the final exams, i did chapter wise videos in PDF format, if u are interested, you can download Unit wise videos by clicking the below links
TEAM Education
• 3 hours ago
Click the links
Unit 1:ODE First order Differential Equations
drive.google.c...
Unit 2: Higher order DE.
drive.google.c...
Unit 3: Multiple Integrals
drive.google.c...
Unit 4:Vector Differential Calculus
drive.google.c...
Unit 5:Vector Integral Calculus Part 1
drive.google.c...
Unit 6: Vector Integral Calculus Part 2
drive.google.c...
Unit 7: Special Functions
Beta & Gamma Functions
drive.google.c...
Unit 8: Functions of Single Variables
drive.google.c... In this video we are discussing Lagrange's Mean Value Theorem, and its application , this topic we are chosen from differential calculus

[@haseeburrahaman2386]

Sir really your explanation is wildfire 🔥💯💥
Excellent sir
Explanation is point to point

[@TEAMEDUCATIONMATHEMATICS]

Thank you,keep learning 👍

[@Sindhuuu99]

Suggestion for those who are watching this vedio trust me after watching this you will solve any kind of lagranges theorm problem. Such a wonderful and clear cut explanation ❤

[@TEAMEDUCATIONMATHEMATICS]

Happy to help you ,keep learning

[@MuhammadAshraf-e8n]

Absolutely right

[@anjanabongu8184]

Yes😊

[@angelinaangel9164]

I thought this prblm was too tough but... I did...the way u explained sir...tq

[@TEAMEDUCATIONMATHEMATICS]

Happy to help you keep learning

[@bhanutejaofficial5521]

Hi

[@trishashetty8861]

I wish such kind of Amazing teachers teach in our clg..Mind blowing explaination .Thanks sir

[@TEAMEDUCATIONMATHEMATICS]

Thank you, feel free to share your doubts

[@trishashetty8861]

@@TEAMEDUCATIONMATHEMATICS Sure Sir Thank you

[@青山院長-u5s]

MVT questions have been bothering me for so long. So glad i finally find someone who can explain it well.

[@TEAMEDUCATIONMATHEMATICS]

Happy to help you, Feel free to share your doubts

[@prathmeshzade7624]

Thanks sir I was searching for hours

[@anudeep3168]

Explained very nicely sir ❤. Thank you❤

[@TEAMEDUCATIONMATHEMATICS]

Most welcome

[@FarhankhanPathan-c2z]

Super explanation sir ❤
Very very thanks sir 😊😊😊😊😸

[@TEAMEDUCATIONMATHEMATICS]

Thank you so much

[@FarzanaIsmail123]

Please prove by using Lagrange theorem arcsinx

[@trueemperor3647]

9. If a

[@TEAMEDUCATIONMATHEMATICS]

Correct

[@thritisingh9424]

Sir, could you please provide solution for the question below :
Prove that 2/π ≤ sinx/x ≤ 1 for all x ∈ (0, π/2).

[@Mekosam1s]

Super teaching sirrrr💯

[@ramavathar1616]

Very well explained sir!! 🙌🏻❤

[@k.varshineee7247]

Ur explanation is soo gud sir...tnxs❤

[@TEAMEDUCATIONMATHEMATICS]

Thank you Varshini, you can share your doubts to my what's app number

[@rajeshprayag7851]

Keep uploading 👍👍

[@jaswanthcreations985]

Thank you sir i have sem in 3 days i for got all ur video is very helpful🥰🥰🥰😍😍😇

[@TEAMEDUCATIONMATHEMATICS]

Wish u all the best for exams 👍🤝

[@jaswanthcreations985]

Thank u sir

[@shaziabegum8501]

Thank you sir
I was roaming around teacher for this answer

[@TEAMEDUCATIONMATHEMATICS]

Ha ha haa, keep learning, happy to help you, u can find enough problems in the channel playlist

[@prakashreddy9669]

Great explanation sir thank u so much

[@TEAMEDUCATIONMATHEMATICS]

Thank you

[@keshavkumarsharma6836]

Very nice explaination

[@TEAMEDUCATIONMATHEMATICS]

Thank you🙏

[@nethirishi6082]

Excellent 👌 sir

[@TEAMEDUCATIONMATHEMATICS]

Thank u 💐

[@Chilllvibesguru]

🗣️Super⚡sir💥

[@TEAMEDUCATIONMATHEMATICS]

Thank you

[@nethirishi6082]

Super sir nice teaching

[@sannibodapati4902]

Excellent sir🙏🙌✨...

[@TEAMEDUCATIONMATHEMATICS]

Thank you

[@sampathirajunagasunil2265]

Good explanation sir

[@TEAMEDUCATIONMATHEMATICS]

Thank you❤

[@sriraju-m7x]

Partial differntation

[@__X.beets__]

Nice explaination

[@TEAMEDUCATIONMATHEMATICS]

Thank you 👍

[@pranaliphate98900]

Thank you sir

[@himanshubisht7791]

easy and good explaination

[@TEAMEDUCATIONMATHEMATICS]

Thank you 😃

[@ganniganesh]

Thanks for this explanation

[@TEAMEDUCATIONMATHEMATICS]

thank you, Based on students request , purpose of the final exams, i did chapter wise videos in PDF format, if u are interested, you can download Unit wise videos by clicking the below links
TEAM Education
Unit 1:ODE First order Differential Equations
drive.google.com/file/d/1NTalx7plMzFqzVvQft6UUK_E9RQmK8aD/view?usp=drivesdk
Unit 2: Higher order DE.
drive.google.com/file/d/1NYx2wiY7wZVi8CLnLmj9nLi6cCJ5FXc-/view?usp=drivesdk
Unit 3: Multiple Integrals
drive.google.com/file/d/1Nhv_cp5rnOTs7Z92gIfWGniU8QtcF07z/view?usp=drivesdk
Unit 4:Vector Differential Calculus
drive.google.com/file/d/1NjRSQx0j-ENuA_oXElfHbr2HJ7ngH1Vx/view?usp=drivesdk
Unit 5:Vector Integral Calculus Part 1
drive.google.com/file/d/1O-xAP2TKAeOl4XXFuLufuAbHIrpjpc4n/view?usp=drivesdk
Unit 6: Vector Integral Calculus Part 2
drive.google.com/file/d/1O1gS9Ev8_7y4Y30hdBwbISkIL3bLQvsy/view?usp=drivesdk
Unit 7: Special Functions
Beta & Gamma Functions
drive.google.com/file/d/113SbB0J3H7LsVEFLxYYdAB-uuw-RflY_/view?usp=drivesdk
Unit 8: Functions of Single Variables
drive.google.com/file/d/19SN5EB93_lgS8JRe1DV9MRdutucSJjHk/view?usp=drivesdk

[@saishankarlingamarla6857]

Thnq u sir

[@Epic_ocean]

Thanks u soo muck bro

[@TEAMEDUCATIONMATHEMATICS]

Happy to help you

[@GokulGokul-rh5kw]

Kare ❤

[@omkarjadhav8482]

Thank you sir 🙏❤

[@adityaharal9479]

I think these question are very thought.. but when I saw your lec .. I can solve any question like this. . thank you so much sir 🤍

[@TEAMEDUCATIONMATHEMATICS]

Happy to help, keep learning 🤗

[@13adityadey]

Sir i have a question. Sir will there be any sum in which we have to prove only the second or third part ??

[@TEAMEDUCATIONMATHEMATICS]

Like sin inverse, cos inverse also done ,check in play list , or catch me through whatsapp

[@13adityadey]

@@TEAMEDUCATIONMATHEMATICS sir thank you for your reply. But sir yesterday I saw a problem in which we have to prove only the second part (that pi/4 + 3/25 one) and there was no first part. So in that case do we have to remember the first prove ?

[@mikasa3356]

Thankyou sir ❤️

[@TEAMEDUCATIONMATHEMATICS]

😊

[@jawaharpulivendula1086]

Tqq sir very well explained

[@TEAMEDUCATIONMATHEMATICS]

You're most welcome

[@dibyasubedi3673]

Thankyou sir!!

[@TEAMEDUCATIONMATHEMATICS]

Most welcome!

[@mamidalapavani2155]

Sir can you please explain volume and surface area prblms

[@TEAMEDUCATIONMATHEMATICS]

Few problem's I did , u can go through playlist , if u are not getting catch me through whatsapp

[@omkarjadhav8482]

Sir please make video on how to find approximation using LMVT THEOREM

[@mintupegu7364]

Sir please make a video on this question to. " if a function is such that its derivative f' is continuous on[ab] and derivable on [a,b], then show that there exist a number c between a and b such that f(b)=f(a)-(b-a)f'(a)+1/2(b-a)^2f''(c)"

[@TEAMEDUCATIONMATHEMATICS]

It is taylor's series application

[@TEAMEDUCATIONMATHEMATICS]

U can get proof from text book

[@mintupegu7364]

Thank u sir

[@santhosh0106tg]

thankyou sir

[@sunilksingh210]

Nice explanation sir.Thank You very much🙏🎊

[@TEAMEDUCATIONMATHEMATICS]

Thank you😊, for any doubts share to my what's app number [phone]

[@AtharvaMule14]

Very good❤

[@TEAMEDUCATIONMATHEMATICS]

Thank you

[@AnandKasimalla]

Tq sir

[@kokatekamini8949]

thank you

[@suhailbahleem4037]

Good ❤️

[@TEAMEDUCATIONMATHEMATICS]

Thank you

[@SanketPatil-dr1yj]

Thank you brother

[@TEAMEDUCATIONMATHEMATICS]

👍😀

[@ArunimaSadhukhan2006]

Prove that by mvt b minus a by root over 1 - a to the power 2 less than sin inverse b - sin inverse a less than b - a / root over 1 - b square zero less than a less than be less than 1 hence proved that pi by 6 + root over 3 by 15 lesson sin inverse 3 by 5 less than pie by 6 + 1 by 8
Solve this

[@sriraju-m7x]

Rolles theoram cheppandi

[@m3sam]

Bro you cannot just state if a

[@TEAMEDUCATIONMATHEMATICS]

Yes

[@m3sam]

@@TEAMEDUCATIONMATHEMATICS By the way I looked at their respective graphs and got to know that this inequality only works for 0 < a < b. It will be good if you address your mistake.

[@ashokkodavati7348]

👌🙏

[@devang5306]

Last Question : How π/4 + 1/2 will be converted to π+2/4 ??

[@riyarajkumari773]

From which book are these questions being taken?

[@Sindhuuu99]

Do LCM

[@ashokkodavati7348]

🤝🤝👍

[@RahatKhan-gc4ou]

nice accent...almost did understand 1 sentence in the whole video...almost😆😆😆

[@hhsyw]

🤔🤔

[@gopichandEEE]

Sir square root lo chepandi sir lagranges mean value therom √85

[@TEAMEDUCATIONMATHEMATICS]

Send me problem to my WhatsApp

[@brahmareddytatiparthi5795]

Sin theorem plz

[@TEAMEDUCATIONMATHEMATICS]

Same procedure, just sign change

[@nammikavivek6707]

Tq for ur explaination sir love you🫂

[@TEAMEDUCATIONMATHEMATICS]

Happy to help you keep learning maths

[@Akhileshmotivation2.0]

How change inequality

[@TEAMEDUCATIONMATHEMATICS]

If sign changes , for ex. 3>2 so -3

[@YalakacharlaCharanteja]

BRO TELUGULO CHEP BRO

[@bsgamingchannel5757]

Sir how to solve this problem
π/6+1/5√3

[@TEAMEDUCATIONMATHEMATICS]

b=3/4, a=1/2, f(x) =sin-1(x)

[@bsgamingchannel5757]

No sir there you can see 1/5√3 and 1/8 how it's coming.

[@bsgamingchannel5757]

Thanks for your reply sir.

[@bsgamingchannel5757]

Not work

[@bsgamingchannel5757]

Reply sir

[@h.sgaming508]

Are Hind me bola kar

[@rajdeepkansabanik4497]

😊thanks sir

[@amaranavaneethkumar9223]

Thank you sir

[@TEAMEDUCATIONMATHEMATICS]

Happy to help u u can find more videos in the playlist

[@sriraju-m7x]

Rolles theoram cheppandi

[@TEAMEDUCATIONMATHEMATICS]

Proof am not done, only applications I did

[@CSDwithrituraj]

Thanks a lot sir

[@jayasrisai9836]

Thanks sir

[@neernepal]

thankyou sir

[@GarimaMall12]

Thank you so much sir

[@TEAMEDUCATIONMATHEMATICS]

Happy to help you , keep doing 🤝

[@krishnasingh03]

Thank you sir ❤❤

[@TEAMEDUCATIONMATHEMATICS]

Happy to help u

[@DeepthiAluruDeepthi]

Thankyou sir