Integration || Most Likely to Come in IIT-JEE ADVANCE (2022)
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- čas přidán 15. 08. 2022
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Lots of observations needed!.. nice one 👍🏻❤️
100% similar question came in 26July 22 mains 🙌
Awesome sir
very interesting approach
Very very careful observation needed....
Gajab maja hi aa gaya
Thank you Sir !
Thank you so much sir 😊
Nice
Really amazing problem I solved it partially correct but stuck after (2-y) step, thanks sir for such good problem
integration ka ek question ayega jisme 2022 use hoga..just telling har saal hota h
Exactly
😂
Integrate o to pi (cosx)^2022 sin2024x dx
100%
Yep Exactly🤣
Thank you very much sir 🙏
Thx for the soln
Ye sawal 2015 iit adv me bhi aaya tha is type ka
Nice problem
One of the best Explanations I have not learnt Calculus But Sir made me understand it XD
Modification of the pyq ..
Sir pls teach eulers substitution
we can also use walli
Superb
Now bring from alegbra
We can also do it by beta function concept after that it becomes one liner🙃
can you guide me to the resources?? thanks in advance❤
@@omniabella700 which class r u in?
@@cocchamps1012 I know right? We used to spend hours solving such integrals in 11th and 12th, when simple concepts of Beta and Gamma function would've helped us a lot.
@@sparkling.water. actually i have my adv in 3 days lol.. I just know this much because of curiosity 😂😂
No need....
Nice question
🥰
sir i guess this is a derivative of a problem from IIT JEE 2010.....that too was a good question at that time
I did it
But using Wallis theorem
Ye question ke piche ka logic 12th me padhate h?
Sir you have studied from bansal sir
Next qs of this most likely to come in advance,,,,, integrate
0 to 2pi e^cosx cos(sinx) dx
Chindi question 🤣
@@SHAMSHERA- could you plz tell the approach
Nah.. this wouldn't come it's too difficult(involving complex numbers too) saw it on blackpenredpen
@@asimkalim1261 and the one named shamshera calling it chindi question 😐
@@gauravahuja7803 Ur not the only one who follows asians doing integrals 😬 so I know how to solve it
Can't you try writing 1-y^2 as (1+y) (1-y)? I did understand that the degree of the variable has to be 1. What did you do there?
Also what is a dummy variable? How do you know you can replace t with x?
@@NotNotorious_205_k study definite integrals if u r in 12
@@NotNotorious_205_k it is property in integration when limits are given name of variable can change. You can check in ncert
Sir is Feymans method there for advanced
No
but its very cute though
Best option : Beta function...
matlab?
No need
Op sir i did this question on 14th august in prashant jain sir class just loved its solution and two legends like you and prshant jain sir said this question is likely to come in adv it means it will come in advanced
Which Channel
@@vg3979 unacdemy atoms
@@amoghsrivastava6324 topic name plz
Orz sor
@@vg3979 14 aug video dekh lo
Good question but definitely not of very high level
2006 jee advanced question
Came in test yesterday :)
aits ki allen?
Unacademy test series
@@dharmendragupta7301 oh acha
Lol exactly same question asked in mains 2021. 😂And u telling it's advance level
You ,lol jee mains often take questions from advance
Mains is getting advanced level nowadays(in maths)
Maths in jee mains is adv level. Obv not all mains math ques but mostly they are
Mains Maths level this year was no less than that of Advanced. Infact Maths has no fixed level. Easy to one may be hard for others.
Ig u haven't solved pyqs there is similar question in past in advance
Use beta
yes broo
@@piyushraj760 🌝🌝
Aap uc student hi ho n
@@Name-mj9rx haan kya hua