Really you are different from others 😉.... your thinkings are very conceptual....logical... depending upon real facts....and this teaching style is very helpful to solve more and more harder problem.....so plss make this type of video and continue your journey.... thanks a lot....👃
@@RahulMapariBasicMaths Sir can we use this process for Theory examination (Like 3 marks questions?)In book they have done by assuming value of epsilon
Dear Rahul Sir , You are really a different teacher from others. You cleared all the basics points of uniform continuity .. thank you for making these types of videos with lots of knowledge ..thank you Sir❤
Thank you so much sir, I have seen many lectures on this topic but failed to understand it but after seeing your lecture I completely understand the topic. Once again thank you so much sir
One of the best teacher in mathematics 💝 And most important thing is you don't make slides. You are write down all the things and that process is captured by students. Thank you sir .
Now my doubt is clear About "Uniform Continuity of a function" and so thank you very much sir for giving us such a great lecture video in simple way.We want more video sir...... about this topic.
Lots of love sir from odisha, balasore...sir U r unique nd your thinking that everyone can get understand so easily which actually a student want from a teacher...
Bhut khushi hoti hai jb koi ghar ki financial prblm se lad kr ek topper banta hai sar aapke liye mere dil me ek alag hi jagah hai। Aap mere lot inspiration ho sir ji। Love u sir😘
I am able to differentiate between continuity and uniform continuity just because of you..thanks for such good explanation. Please make one video on directional derivatives
Sir please provide us more lectures on real analysis (sequence, series, continuity, limit, differentiability as )well because your class is more comprehensive for us when we are unable to clear the concept at offline institute.
Thanku soo much sir for clear our concept so beautifully... please upload video on connected and path connected concept and questions based on them after it... please sir
Sir, You said that in this video at very last in the second exaplme of f(x) = 1/x on (b,∞) that the smallest value on this interval (b,∞) is b. Sir how can we say that b is the smallest because the interval is open so we can't take b.
@@RahulMapariBasicMaths Ok sir thanks a lot. Sir one request can you please make some lectures on difficult topics of upsc maths optional. If this is possible, please make some lectures because there is a positive energy in your lecture, which makes me feel that even difficult topics will be understood easily.
Sir; do we need to have only upper bound? Like in case of 1/xy ; it's lower bound can be 0. Why didn't we consider that?. Because it was open end at 0; or is there something like we need to have just uppper bound. Please clarify .
Thank u sir , i am a hinglish ( hindi+ English ) medium student , so i am more comfortable in hindi language ( sirf samjhate time ) rest English ....🙏🙏
Really you are different from others 😉.... your thinkings are very conceptual....logical... depending upon real facts....and this teaching style is very helpful to solve more and more harder problem.....so plss make this type of video and continue your journey.... thanks a lot....👃
Thank u so much for appreciating. I will definitely make videos which will be helpful to understand the concept
@@RahulMapariBasicMaths 🙏thnq sir
@@RahulMapariBasicMaths Sir can we use this process for Theory examination (Like 3 marks questions?)In book they have done by assuming value of epsilon
well explained sir, I am in IIT and your explanation is far better than my profs.Thanks for this lecture
Thanku so much sir ji.jitni tarrif kre utna km hai sir ji
I watch all your videos. U r my role model. I too want to be a teacher like you.
Oh.. Thank you for Appreciation.
Mee 2
Me too
The way you have lucidified this critical concept is really awesome sir ... Thanks to you sir from my bottom of heart
Rahul ji, u r simple, modest, absolutely no show off. Inspite of being highly knowledgeable.
Thank you so much for appreciating.
Koi b topic ho m pehly apka channel dekhti hn k topic mil jae idr sy hi to bs zindge asaan ho jae 👏👏👏 respect from Pakistan
Thanks.
Finally found someone who great as Dr gajendra Purohit in teaching easily
Addicted to learn math just beacuse of you sir.Thanks a lot for helping all of us in this way.you are the inspiration to me.
Sir, I don't have words to explain ur teaching......really helpful
Dear Rahul Sir , You are really a different teacher from others. You cleared all the basics points of uniform continuity .. thank you for making these types of videos with lots of knowledge ..thank you Sir❤
Thank you so much sir, I have seen many lectures on this topic but failed to understand it but after seeing your lecture I completely understand the topic. Once again thank you so much sir
One of the best teacher in mathematics 💝
And most important thing is you don't make slides.
You are write down all the things and that process is captured by students. Thank you sir .
That was simply very wonderful sir. Wish I could study from you constantly for two months, my all concepts would clear before the exam
I started watching ur videos since last year ....d way u teach is great sir
Thanks you very much sir for explaining this topic... I never understood this topic but after watching your videos I got it... Really helpful
You are such an excellent teacher...your teaching style and explanation can be imagined
Now my doubt is clear About "Uniform Continuity of a function" and so thank you very much sir for giving us such a great lecture video in simple way.We want more video sir...... about this topic.
Really very nice lecture sir, now I came to know the concept of this UC. Thank you so much sir 🙏🙏🙏 really helpful video 😊
Concepts are explained very best with simple examples
You are extrmly different teacher sir by nature by teacher
You well explained a complex topic thanks a lot sir .....You're such amazing teacher
Sir, you are simply best. Great lecture with great personality..aaj ka video bahut helpful hai
Now Again you proved why you are the best sir. 🙏
Guruji apka explanation bojhot a6a hai ... thank you so much guruji aise ap video karte rahe humare liye 🙏❤️
Lots of love sir from odisha, balasore...sir U r unique nd your thinking that everyone can get understand so easily which actually a student want from a teacher...
Thank you so much Sir. Can't wait for the next videos.
Uploaded
Wawwww it really help alot Sir.
Thank You Soooooo much Sir🙏
Lajawab......hatts off to you
Thank you so much Sir for explaining this topic in a very easy way☺👍
Thank you very much sir.....now i can include this topic.for my net preparation in real analysis just because of you🙏🙏🙏
Thank you sir. Your videos are very helpful. I learnt a lot today
Bhut khushi hoti hai jb koi ghar ki financial prblm se lad kr ek topper banta hai sar aapke liye mere dil me ek alag hi jagah hai। Aap mere lot inspiration ho sir ji। Love u sir😘
Thanks dear..
Thanku so much sir it helped me to understand the concept of uniform continuity very easily ❤️❤️
🙏 thanks u sir this video is really helpful 🤠
Excellent explaination sir
You always reach us by explaining easily
Thanks a lot sir ur way of explanation is so simple that in just half an hour we can understand the concept.😊
👌👌👌mza aaya sir ji.. Brilliant
This was a much needed video sir. Thank you🙏
Nice explanation sir. Waiting for 2ND vedio of uniform continuity.
Thank u sir. Waiting for the second and third video's sir. You give clear explanation sir.
Such nicely explained. Thankyou so much ✨
Awesome sir. Please continue teaching in English. You teach in English very well. 👏👏👏👏
sir you are superb you solved my all prblm.thanku so much plz make more video like this of eal analysis topic😊😊😊
We are so thankful to you Sir, you are providing great knowledge regarding uniform continuity. Waiting for the next video
Well explained sir..thank you for your help..👍🙏
Eagerly waiting for 2nd and 3rd lecture on Uniform continuity..... ❤❤
really sir you have explained in the easiest way
Thankyouuuuuuuuu sir very very nice explanation sir ji ... thanku again ...🙏🙏🙏🙏🙏🙏🙏🙏🙏🎉🎉🎉🎉🎉🎉🎉🎉🎊🎊🎊🎊
Very very nice explanation sir. I follow your all Vedios
Very nice explanation sir...... Very great...... Thank you sir......
My doubts are clear for this topic
Thankyou sir🙏
Namaskar Rahul mapari ji very happy to see your lecture on unifrom continuity with wonderful example s
Thank you so much for appreciating.
Excellent lecture... Thank u sir
Yes, you are the best…
Extraordinary Sir. I am seeing you from Bangladesh.
Thank you so much ❤️
Thank you so much sir
My all doubt is clear now
You maths is very good 👌
Thank you sir l need more vedios
Really I clear different between delta and epsilon
I am able to differentiate between continuity and uniform continuity just because of you..thanks for such good explanation.
Please make one video on directional derivatives
Superb Sir. make more videos like this
Outstanding sir unmatched teaching quality
Thanks
You make hard things very easy to understand ❤
very nicely explained sir. Many many thanks . .. .
Nice explanation sir. Keep up the noble work
Super sir... Clear explanation... I'm from Tamilnadu
एकदम भारी सर.....😁
Your are a great teacher! 👍
Nice one 👍🏻👍🏻👌🏻
Thank u
Sir please provide us more lectures on real analysis (sequence, series, continuity, limit, differentiability as )well because your class is more comprehensive for us when we are unable to clear the concept at offline institute.
Vry nice lecture sir thanku so mch
Excellent class🔥🎉
thank you sir for your excellent way of teaching
very cristal and clear explaination...
Thank you sir...for your clear explanation.
Very productive lecture...keep going on..👍🍺
Well explained sir Thanku so much
Amazing video sirji...lots of love 😍
👍👍👏👏👏👏awesome
👍👍👍👍🙏🙏🙏 very nice explained sir
Super fine explain good explain
Thanku soo much sir for clear our concept so beautifully... please upload video on connected and path connected concept and questions based on them after it... please sir
Very nice concept sir.
huge respect sir
Sir, You said that in this video at very last in the second exaplme of f(x) = 1/x on (b,∞) that the smallest value on this interval (b,∞) is b.
Sir how can we say that b is the smallest because the interval is open so we can't take b.
Thankyou sir for making this video 😀
Literally today my concept became conceptual 😋
Great👏👏
Great sir.
Thanks a lot for this lecture.
Sir, Can you please give hint how to check for sin(x^2) in[0 infinity) weather it is uc or not. I try to solve but I am not able to solve it.
Take x=sqrt(nπ) and y=sqrt(nπ+π/2) then check Difference. Also check Difference|sinx^2-cosx^2|
@@RahulMapariBasicMaths Ok sir thanks a lot. Sir one request can you please make some lectures on difficult topics of upsc maths optional. If this is possible, please make some lectures because there is a positive energy in your lecture, which makes me feel that even difficult topics will be understood easily.
Ok. I will.
Very good explanation
You are doing great job
Sir please aap video daliye real analysis ki
Sir; do we need to have only upper bound?
Like in case of 1/xy ; it's lower bound can be 0.
Why didn't we consider that?.
Because it was open end at 0; or is there something like we need to have just uppper bound.
Please clarify .
Sir ur teaching is nice
Nice explanation sir .. thank you
Please god Please give a such teacher in my life which is more than god🤤🤤🤤
Wow so nice thank you sir
Well deserved subscribed channel
Thank u sir , i am a hinglish ( hindi+ English ) medium student , so i am more comfortable in hindi language ( sirf samjhate time ) rest English ....🙏🙏
Really very helpful
Great sir 👌👌👌👌👌👌👌👌👌
🙏🙏🙏🙏 salute sir !!!❤️