Most Likely to Come in IIT-JEE ADVANCE (2022)

[@jeesimplified]

Good Content brother, Keep Moving forward.

[@satyam4336]

Good to see you here too!

[@07subhankarbhanja94]

It sounds like your own voice🤔

[@AdityaKumar-lr4xe]

It's like you solving this question

[@studentaccount4479]

!!!!

[@bluexwave5930]

Sir big fan

[@swastikkumardas6448]

We can also proceed using sandwich theorem and using definite integration from 0 to 1 for solving those limits in summation

[@PavanKumar-v2w]

i did the same and got the ans but i am not able to solve similar question with lebnitz theorem

[@HemantPandey123]

You can use limit of a sum (Integration by first principle. f(r/n) = (r/n)^7) and avoid generalization.

[@satendrasingh9855]

Please keep posting ✌️✌️✌️

[@RZMATHS]

Sure sure I"ll try my best...👍

[@Mathsm273]

Thank you sir for bringing fresh question

[@sparshsinghchundawat7761]

MAYBE AFTER WATCHING THIS SERIES OF VIDEOS IIT GONNA HIRE YOU SIR FOR MAKING JEE ADVANCE MATHS PAPER.....GREAT JOB SIR KEEP IT UP 🤩🤩

[@anirbanchatterjee8145]

bhai adv papers are made by iit professors , sir can be appointed to make the paper only if he is an experienced faculty in iit

[@sat20y]

@@anirbanchatterjee8145 op

[@neha886]

Hello sparsh can u tell me. Some yt teacher who provide the same content for last 20 days? Jee

[@sparshsinghchundawat7761]

@@neha886 first of first rz maths....Then we have great Physics Galaxy for physics....UC Accelerate includes pms sir, Bj sir and Manoj Chauhan sir.... Though it depends on the student itself to which they are easily able to connect. These are my personal opinions.

[@shreyarnmoitra8802]

@@neha886 For Physics you can try channels like Indian School of Physics or on Unacademy Accelerate channel Pankaj Sir has uploaded a similar set of videos with best Adv problems from different books.Or as Sparsh said you can refer to PG.

[@tanishchhalotre1258]

This question can also be solved by converting gif into some no. - fractional part ( [X]=X-{x} ) and then applying. L-hopital rule. ☺️☺️

[@PavanKumar-v2w]

i tried but didnt get ans

[@aaryanshdwivedi]

That idea was new for me summation one but you made a mistake on defining G.I.F it should be x≤[x]

[@RZMATHS]

I don't think so it's wrong that way 😅😅

[@aaryanshdwivedi]

@@RZMATHS sir can you just tell the source of this question

[@shivanshmehra3365]

@@aaryanshdwivedi no bro [x] can never be equal to x+1

[@tanmaybisht_iitbhu]

Nay bruh, sir has written it right

[@prakharsingh6749]

finally , someone is actually posting some real jee advanced stuff .

[@jeeiit9331]

Good content brother keep on

[@prasannashenoy4904]

thank u for uploading such wonderful questions of mathematics

[@RZMATHS]

Your welcome 😃

[@ommakadia3815]

loving this series . 👍👍👍👍

[@ommakadia3815]

best content for mathophilians ...

[@viveksaraswat3623]

Why have you applied the result x-1

[@reynavalo6201]

Amazing ❤️

[@deepanjanmandal3694]

great

[@gauravahuja7803]

Your voice is so soothing

[@corona3796]

Thank u so much. It was a really nice q. I request u to make more videos.and if u can then plz try to make on physics and chemistry too. 🙏🙏

[@sahilg.506]

Good question...... Pls Keep uploading sir

[@RZMATHS]

Sure sure i"ll try my best...👍

[@anshsinghania6735]

Approach dekhne ke baad bss yhi Nikla bhai wah.

[@tejasacharya9894]

The generalising term got me🥺thank you sir

[@aaryam4799]

i solved this by using definite integration in the last step, i applied it in the rhl and in the lhl i expected the same result as 1/n^7 would tend to 0 as n tends to infinity

[@HangingQueen]

Nice question

[@RZMATHS]

Thank you 😊..

[@harshkumargupta8831]

Amazing sir please do make such videos, please on p and c. Also

[@balakrishnanganesan2511]

The important generalisation came in jee mains July 25th July shift 1 as well

[@kartikgaur]

Thank you so much sir, great content :))

[@RZMATHS]

Your welcome 😃

[@aryankumarbaghel2241]

Nice content. Want more such videos

[@nevergonnagiveyouup4938]

Thank you very much sir

[@alltimefire545]

Very easy koshan Dekh ke hi ban gya tha Sir during class 11 I was at base Mysore Abhi chod diya but am regretting now Yet sir suvarna aur Dinesh sab kaise kr rhe hai sir Apke bare me bhot suna hai sir,. :)

[@cutegirlakanshabag2449]

Thank-you sir.. Good evening sir 😊

[@neetigupta5520]

we can solve it by assuming x as 1 and then using limit as a sum to it yields the same answer

[@iitianladka8712]

sir mei trigonometry:-sl loney Calculus:- GN Berman Algebra:- Higher algebra hall and knight use kar raha hu... please sir muje bata dijiye ki exercise me se konse question kare for jee syllabus

[@k.ashvanth1735]

sir why didnt u use definite integration as a limit of sum here? any specific reason? everything is present in the required form and limit of sum was more clearly visible then the generalisation u have taught; the answer is matching by that method too still the question was good and I learnt this generalisation, so thanks sir

[@suryanshdey4773]

Same query i too have. After algebraic adjustments we have xlim(n->infinity) 1/n ×[ (1/n)^7+(2/n)^7+.....]=x integration(0 to 1) [t^7dt]=x(1/8)=x/8

[@ManishSingh-jz2hx]

I think every kid knows and can spot limit sum in a question. But an alternate perspective always helps. If you knew this simple fact about the leading coefficient of summation, you can solve this question very quickly instead of integration (which is not too slow but still slower than this method)

[@JEEASPIRANT_NEMESIS]

variables n and x + some series already bring in that thought. Learn some new method buddy😅

[@nicogehren6566]

very interesting approach

[@RadheRadhe-ee7pi]

Need more than 30 question daily like this...

[@mohitmehra7027]

I think the Left hand limit is writtern worng. It should be (x-1) Summation n^7

[@tanishk2005]

Provide 4 to 5 questions daily .. It is really helpful 😊😊😊

[@ronin4923]

Thanks for introducing this new concept, nice problem! It has a relation with integrals, as if we take integral of n^7, we get n^8/8 (as integral is infintely small summation)

[@mandirabasu2170]

Yes.

[@NARUTOUZUMAKI-jc9kk]

Sir please post more and more ... loving your content 🖤

[@PavanKumar-v2w]

can we use lebnitz theorem for solving the sigma n^7 part please reply

[@shashankshekhar698]

This is littttt 💯💯💯💯💯

[@augustjoester186]

It can also be converted to definite integration by taking 1/n common and then 1/n summation r=0 to r=1 (r/n)^7 to form integration of x^7 from 0 to 1. So it should be x/8

[@ramsewakpatel1188]

I am also thinking of that

[@solarsystem9156]

Sir advanced ke questions nahi ban rahe .. Any guidance can u give pls

[@kaushalsharma5767]

Sir plz continue this type of question and seperate playlist.

[@kushagra3149]

Such a Wonderfull Question

[@abhishekchoudhary4689]

Why don't you use definate integration ???? To calculate limits

[@archit3327]

SIR PLEASE BRING ALGEBRA AND PROBABILITY QUE ALSO..

[@RZMATHS]

Next video is on probability 👍👍...

[@charlesmanson2930]

Great Question !

[@sarthakjain1824]

The first method I thought was of was to convert this into limit of sum

[@Aksriv100]

Cool

[@abhinavpandey7265]

This was such a unique concept.. thank-you ❤️❤️😁😁

[@kandukuruchandbibi6299]

Can we do by sandwich theorem and Limit of sum i.e X-1

[@arghadeepbosu1194]

sir after applying sandwich theorem ...we can apply limit as sum by considering r^7/n^7 as t and 1/n will go as dt....then we can integrate from 0 to 1???

[@enthusiasticlkd4265]

sir please please continue this relevent for jee advance and muticoncept aajkal to mains bhi bhaukaal me hai

[@parijatgoyaliitkgp7572]

Thank you sir!

[@virendrabadgotya2628]

It was amazing 🤩

[@namanrustagi5190]

sir pls bring a course for maths

[@Sujaliscreative4104]

do you have any course of it?

[@parthasarathidhar8505]

Easy question using short tricks 😍😍

[@amit8385]

I solved it...💛

[@PawanKumar-zz2bs]

Actually the n⁷ generalization wasn't reqd You could used limit of a sum

[@smitjayswal3343]

feeling good by solving byself and seeing video for ans 😅😅😌

[@Ashish-wm7gm]

❣️

[@harshitmnnit]

I didn't thinked of sandwitch theorem i solved by using [x] = x - {x} ... Is it appropriate approach sir ??

[@satyam4336]

Yes, but then the fractional part, even when all term of it tends to 1 will give n/n⁸ which tends to 0 for n tends to infinity, lekin uske baad bhi answer aane ke liye 7 power wale sum ka idea hona chahiye.

[@harshitmnnit]

@@satyam4336 hn that was a critical thinking

[@perfect_tex]

Can I ask a qn from s&s

[@priyanshupandey1625]

most of ur qns are inspired from cengage or pyqs🥰

[@himanshuraj5837]

Arre bhaiya mene wo video me bola tha imagine this question comes in advance 2022 uska idea leke aapne iss idea se series hi chla di 😂😂wow

[@rtx-ij6dr]

Yo bro Can we take [x] = x - {x} Then take limits And then convert the infinite limits into integration

[@gauravahuja7803]

Nice content but found you late,,,, but still let's do utilize your channel in best way

[@arhamjain7306]

I think so I have a better method write [x]= x- {x} and then solve it will hardly take 30 seconds

[@vedantchandak5436]

HOGAYA

[@prasannashenoy4904]

x/8

[@sajaltuley1578]

No need for this generalization, sum can be found by writing it in the form of integral.

[@steroid17]

niiceeeeeeee

[@fluminare]

A good question with great explanation 🙌🏻🔥

[@MissionIITBCSE]

Dikhne me tough hai... baki pura halwa hai.. bas Squeeze ke baare me click karna chiye!

[@mr-qv7rn]

2 min me bna liya tab to halwa h bhai apke liye good

[@MissionIITBCSE]

@Parth Goel Then we can use limit as sum of Definite Integral... sum ko integral me badal denge to asaani se ho jata hai koi bhii power

[@cbaadith380]

Cengage illustration

[@saranyabiswas4083]

Sandwich theorem

[@nothingspecial9370]

I want you to grow but feeling really cooled down because this video has less clicks which means less people will know it... 😅😅😁 Sorry

[@shivrajsingh6188]

Ek baar Definite se banao

[@yashpandey3.3.3]

Andar se gudgudi hui , Soln dekh kar