PYQs on Bounded Variation | Fully Short Cut tricks | CSIR NET 2011 to 2023

[@rupesh7513]

Great sir ...... I enjoy when you are solving questions within 15 sec. in almost every lecture. Thanks sir ❤❤

[@shikhasarkar4552]

13:52 tan(3) to tan(8) is infinite for atleast one values as 3+(π/2)

[@priyanjalitripathi4408]

great sir......Thankyou so much for giving all concept of bounded variation in one video.

[@sarojsi890]

Good explanation with good collection 👍👍

[@ashokisaini8427]

Superb 👍👍👍

[@ChandanKumar-dn9lz]

Excellent explanation... Outstanding....in just one hr lecture each and every thing got Cristal clear ....thanks a lot sir jee.

[@VinayTiwari-hp1pp]

Nice explanation sir

[@Prayosi]

These lectures are very good. Thank you so much sir.

[@RengalakshmiBabu]

Excellent teaching sir. Thank you so much for your great lecture

[@RS10811]

❤❤❤ eske alawa kya hi likh den...kyuki sir se accha samjhane wala Aaj Tak dusra koi Mila nhi. Thank you sir. 🙏

[@ranusheoran3303]

Super explanation 👍

[@kunjkothiya7990]

At time 34:10. In this question A is correct option.

[@user-lo2qx8ow9e]

Your explanations and the way you clear the concept is just wow...❤

[@ManishMeena-eo4qh]

Bht bht dhanyvad guru ji 😊😊😊😊

[@MANTUKUMAR-nn8kk]

Gajab sir ❤❤❤

[@akarshroy3905]

Thank you sir ❤

[@nehajangra6362]

Mistakes in last bouned variation implies monotonicity
Monotonic + bdd is b.v. but ek nbhm k question main closed interval per monotonic diya hua h how it implies that function is of b.v.

[@selfsearching1996]

Nice 👍👍

[@RanjangamingYT7477]

Great sir ❤

[@jkmathematics..jitendrakoh8557]

Thanku so much sir love from ❤❤ uttarakhand

[@meenakshiannamalai3584]

God bless u .......

[@sadzone1434]

Nice

[@vivekgoswami474]

Thanks sir , next complex pleasr

[@professorragavan9783]

Thankyou very much sir. I did not know about a single concept of bounded variation. After watching your video, it is very useful to me. 🤩😍

[@DrHarishGarg]

You are most welcome

[@positivethoughts6419]

Thank you so much for this important video 🙏🏼...

[@somduttakayal5067]

Thank you Sir

[@amankumarbehera6232]

It is very helpful for us sir... keep it up,we are with you ❤😊🙏

[@madhavigandhi3181]

NBHM 2014 For last option sir, we can say f is bounded by f(0) and below by f(1) therefore it is bdd.

[@divyaverma8930]

thanku sir for this

[@madhavigandhi3181]

Thank You very much sir, for guiding us selflessly.
Your videos are marvellous ! Very useful, clear and doubt solving.

[@vishal-ez8tz]

at 49:41 function is not continuous only at 1 . Therefore discontinuity at only finite number of points this implies f is riemann integerable .Am i right? plz verify sir

[@jaikmthomas5035]

@50:00 Sir if function is not continuous then need not be f is not reimann integrable

[@yashrajtripathi4832]

Apke lecture se pura topic revise ho jata + pyq to ho hi jate h

[@KAREN-ye5pf]

27.22 Problem (b) x=1 is not in the domain itself how can we find tan (pi/2)=infinity and we say it's not BV sir ?

[@jyotibharti6505]

Thank you so much sir 🙏🙏🙏🙏

[@komalsaini017]

44:14 option A is correct according to me

[@kavitachauhan2071]

. 31:44 f'is bounded variation

[@positivethoughts6419]

Sir... Please this type of one by one topic video with short explanation of complex analysis subject...🙏🏼

[@celinjoseph-x4s]

Very nice sir
Kindly give on continous and differentiability uniform continuity topic sir before june 2024 csir pleaseeee

[@mathematicslovers2888]

Thank you sir for giving us very good Content ❤❤

[@DrHarishGarg]

My pleasure... Kindly like, subscribe and share the video with others students too...

[@mathematicslovers2888]

Sure sir ☺️ ​@@DrHarishGarg

[@steel679]

Thankyou so much sir,best youtube teacher i ever seen, ❤❤❤❤❤❤keep it sir, short time :=>max knowledge = Dr. HARISH GARG❤

[@SahanaKhatun-z1d]

Sir please give a lecture on lebesgue measure and lebesgue integrable function

[@techmath8922]

Really very happy ... thank you for your great effort

[@chinmoykumarpal5461]

Sinx is periodic function,so how you say it is monotonic?pls explain

[@ketemawdemeke90]

You email is not active i want to ask one question

[@sanjitha_dhivin]

Sir if we get a function that asymptotically decreases at 1. how the function will become bounded on [0,1]?

[@parijatnath4765]

Sir please upload an pyqs video on lebsigue integration

[@easymathematics1341]

❤

[@sanjitha_dhivin]

Sir how sinx becomes monotonous on [0,2phi]?

[@memebaaz4005]

48.59 min I’m confused how pointwish congt because it ls jo continuous

[@vikashgupta-xw5np]

❤❤❤

[@hajeeranasreenqueenofscience]

I have a doubt sir
For the pointwise or piecewise continuous,is it enough to check limit exits or it must be both , limit exists and are same ?

[@khushiracca4986]

just limit exists is enough....not necessary it should be same

[@keyproblemsinhighermathema1778]

If f is increasing on [a,b] then f is BV?

[@shrawankumarpatel2148]

🙏🌷🌷🌷🌷🙏🌷🌷🙏

[@nishayadav9717]

Why x is not of BV over (-♾️,♾️)....x is lipschitz over (- ♾️, ♾️) so x is of BV... please correct it sir

[@DrHarishGarg]

Here domain is unbounded , w

[@nishayadav9717]

@@DrHarishGarg sir x is of BV over (- ♾️, ♾️)

[@nishayadav9717]

Because derivative bounded throughout the domain

[@ankita-11168]

​@@nishayadav9717 as you say x is bv over (-infinity, infinity) then it implies that x is bounded over (-infinity, infinity) but x is not bdd over this domain

[@nehajangra6362]

Plzzzz sir phle kud confirm krke bad main hume bataye u r little bit confused

[@preetiyadav-k9i]

shi pakde h

[@rohitgoswami7812]

Thank you sir.❤

[@yashrajtripathi4832]

Thank you sir 😊

[@MahaveerBhandari-dw3et]

Thank you sir

[@eagleeyes7231]

Thank you sir❤❤❤

[@anneshasen2292]

thank you sir