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

[@tinywrestler383]

in my coaching I have learnt this substitution..but never encountered a question on this concept..found one..now I will remember this for a long time..thankyou sir..😇

[@jackie2456]

What coaching institute

[@tinywrestler383]

@@jackie2456 mohit tyagi youtube channel

[@jackie2456]

Enrolled in competishum??

[@bluexwave5930]

Sqrt x-a/x-b Also there

[@nothingspecial9370]

Very true.... Happens with me too

[@steroid17]

damn nicee

[@dibyanshu5261]

very interesting problem

[@anshultomar1987]

Substitution will be easy if we put x-k= sin^2 theta. Old problem of brilliant org

[@vikask2512]

Awesome

[@avyakthaachar2.718]

Thank you so much sir for this amazing playlist ❤👍

[@utsavjha9236]

Solved it in 4 mins. Wonderful question I just substituted x-k as t and found the value of integral by drawing the graph. After substitution x-k=t we will get integral 0 to 1 sqrt(-t^2+t). Now we can break The inner quadratic into perfect squares and integral will be area under a semicircle. After that the problem is very easy just limit as a sum

[@mohdkhajaahmed135]

👍

[@Biju-1729]

I did the same

[@ManishSingh-jz2hx]

Yeah I solved using the same technique

[@rishi-io8io]

Yes i did the same

[@aaloksutariya5222]

Same

[@patel565]

I am being your big. Fan slow ly slowly

[@adhiraj2461]

Glad to be here ❤

[@pseudoz3177]

Substitution is the real kinggg

[@arman_singh...]

Bhaiya plz laiye na new ques , i am eagerly waiting

[@arushigupta9417]

Amazing!

[@arvind_24]

very innovative sir..thank you

[@subhrayanbarman1654]

π/16 Edit- substitute x= t+k and then you get beta function independent of k. And limit becomes integral of xdx from 0 to 1

[@bs6567]

I did the same approx taken 1 min to solve

[@pogpieunited3379]

yep i did the same thing

[@chungus478]

@@bs6567 ayy don't brag, i did the same it takes at least 3-4 mins.

[@ravibaraskar6007]

@@chungus478 bhai didn't got it please explain this approach ...

[@xox9997]

Similar integration in ncert.

[@akriti5176]

This integral has value (U.L-L.L)²π/8 which is const. It will come out of sigma and then done

[@tejasacharya9894]

Thankyou U got a new subscriber

[@cutegirlakanshabag2449]

Thank you so much sir.. And aap Aise hi children ki help Karo.. 😊😊👍and prod of you sir 😊😊🙏🙏

[@wave7213]

i also did this but by a different method first subsitute x=k+t then the integral will be way lot simpler and then we just have to do summation of k. apply wallis theorem similar question asked in A 2015 in multiple correct one whose ans was e^4pi-1/e^pi-1 for a belongs to R

[@aaloksutariya5222]

Same

[@itsmedivyansh]

Simply put x-k as sin2© then baju wala will become cos2©...uske baad easily solve hojaega

[@ajayahuja3294]

Gud problem with a gud skill

[@RZMATHS]

Thank you 😊...

[@AdityaKumar-uv2td]

I always forget this type of substitutions, thankyou sir

[@RZMATHS]

Your welcome 😃..

[@missfly4406]

Nice thing you did there. But I remembered a result taught in my class and I must say that was much easier: Integration of f(x) from a to b can be written as integration of f[(b-a)x+a] from 0 to 1... And then you know what I mean.

[@corona3796]

Thanks a lot I could never solve these type of qs.

[@gaussiit4855]

Great problem sir👍

[@RZMATHS]

Thank you 😊...

[@bishalmahanta4398]

Thank you sir

[@RZMATHS]

Your welcome...

[@vempatisridhar7448]

Thank you very much for the series sir

[@arunkushwaha8100]

this is op sir plese make a advanced problem video daily till jee advanced exam

[@asimkalim1261]

One needs to be familiar with that concept of substitution to solve this...with that known it's just another easy problem Thank You sir keep bringing these!

[@HemantPandey123]

x-k = t converts it to limit o to 1 int t(1-t).

[@prathamrana8916]

Op explanation 💕

[@SukritPrakashSingh]

Sir please increase frequency of Videos

[@aditya1dhiman]

wow this was a rlly beautiful question

[@rahulkumarsingh4137]

Felt Amazing , learnt a new concept as advance is near can you increase the frequency of this type of videos.

[@RZMATHS]

Sure sure I"ll try to upload as much as possible....😊

[@vedanthaldia]

Sir, Thank you for your efforts for us. A little suggestion from my side : You can make a telegram grp where you post some intresting problems relevant for jee adv 2022 as a challenge and then can create a sol video if its really hard or involves a specific trick/method. it will be very useful to push our brain limits in thinking creatively.

[@donutzzs]

This looks like a nightmare

[@rajx____]

It's actually quite nice .

[@k.ashvanth1735]

that's why it is perfect for JEE Advanced

[@magnigujar1081]

These questions are easy

[@anirudhathakur7350]

solved by converting that summation into Definite integral

[@sr.tarsaimsingh9294]

Really, I need this question for my exercise. Thanks a lot sir❤❤❤❤. I attempted it correctly.

[@iitianladka8712]

Sir please maths ka calculus ka part padhana start kijiye for jee advance 2024

[@RZMATHS]

Don't worry it will start from next week....😉

[@iitianladka8712]

@@RZMATHS 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

[@paneerpyaazparatha]

Plz continue this series sir

[@RZMATHS]

Sure sure ....

[@Anand09061973]

the first half of the question is inspired by ncert

[@bluexwave5930]

Eder aata hai exam hall me pta nhi kya ho jaata hai Btw at last step We can convert it to it into intigration K/n =x 1/n = dx

[@mathewnex6918]

Lol if such tough question comes in jee adv I would quickly leave it and focus on other questions

[@sanjaijee7157]

I Love Your Teaching and Explanation, Keep making videos like this

[@youtubestudies4173]

this was doable!

[@anmolagarwal6144]

It can be done very easily without any substitution because the integral function inside Sigma(excluding) k....is constant function because it's derivative comes out to be zero....from there I put k=0....and got that function as pie/8 ..then just two line calculation and got answer as pie/16

[@vardanhai]

Yoi can't directly put k = 0 since the value is constant but it is not compulsory that for every k the function will have same constant value.

[@k.ashvanth1735]

thank u sir nice question please continue this 'most likely to come' series till end of JEE 22

[@md-hy5yy]

Source ??

[@AnkitSingh-mv1oi]

Sir please make more such videos ❤️

[@mandirabasu2170]

Yup nice one, Solved it 😌 btw. There is another way of doing it btw.

[@atultiwari9528]

Iit me nahi aayega x = alpha cos sq theta + beta sin sq theta. Overused hogaya hai 🥲