Impossible to think this way || Most Likely to Come in IIT-JEE ADVANCE (2023)
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- čas přidán 16. 05. 2023
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Come backk JEE advance is close
Sir please start reuploading videos your videos are very helpfull
Sir please comeback and upload more videos . They really challenge our mind and are very helpful. 😢❤
Sir please bring these types of questions more, we need .... Thanks for this amazing video
Sir you really feel a intelligency for every jee and other maths students ❤❤❤❤❤ thank so much for bringing this amazing type of session please continue till jee advanced 2023.
Sir why did you stop posting, pls come back 😕
This approach was told by sachin sir in vectors lecture of Lakshya JEE batch (PW)
In prayas 2.0 also❤
Kaha pr be?
Yes I also attended that lecture!
Bhai bhut hi common hai ye .. cautchy schwarts ka naam bhale hi na len par krwaya har jagah jata hai
@@vatsal941 humhe toh name se hi karvaya h🫠
YES THIS IS UNIQUE CONCEPT!! THANK YOU FOR THE VIDEO
It was really an eye opening idea
Your dedication and effort in creating and uploading such valuable math resources is truly commendable. As a passionate math enthusiast myself, I have found immense joy and learning from your videos. Your explanations are clear, concise, and tailored perfectly to aid in the preparation for JEE ADVANCED.
Thanks to your channel, my understanding of complex math concepts has improved significantly. Your content has become an integral part of my exam preparation, and I know I'm not alone in feeling this way. Countless others, like me, are grateful for your hard work and commitment to helping students succeed.
Please start your channel once again....
Very good teaching skills....
Please return....
simply WOW
did by am and rms since we need max value so f g h all should be positive and then just take am of f/3 g/4 and h/10 and do rms
Sir please continue your lectures they are very helpful
Ur methods 💪😎 are boosting my minds
When will you upload new video sir.
Thank you!❤
Brother please continue this series it's very helpful 🙏
sir aur videos dalo please we need you please
Same kind of question solved by you in a previous video where it was some trigonometric functions instead of f(x)...
So was able to hit this by the same method❤️
Banger video💖💖💖💖
Sir thank you very much 😊😊😊😊😊
Sir plz upload more videos . it's very helpfull
Sirrrrr aaaapppp great hooo
I knew how to solve this que as you gave a hint at start by saying it's a vector que.
Also you had given similar que before, that 2sinxsiny+3cosy+6cosxsiny=7 find tan^2x+2tan^2y.
Sir can you plz bring profiles which for sure come in adv......
Sir ngl but I solved this question with the same method
Because there's a question in physics In pyqs of JEE advanced where you have to calculate x(v_y)-y(v_x) where v_x and v_y are velocities in x and y direction respectively and I took position and velocity in the form of vectors and I used angular momentum method of m(r×v) to get the value of x(v_y)-y(v_x)
oh didnt knew about the physics question but definitely solved it in the first glance
oh the very first question of JEE Adv 2022 physics Paper 2
solvedby assuming f(x) = 3 sintheta and so on .
sir sapne me bhi nahi soch paoge ka kya matlab lol . maine isse khud se kiya aur start hi wese kiya ( vector se) and exactly wahi kiya cause thats the only method i could think of immidietly (IITian here btw)
Could have also used Cauchy Schwarz Inequality to solve it....Btw amazing problem
wow
graphical aproch via eqn of sphere and line 3i+4j+10k ..... still your method is so much easy
this method is very common for me thats cautchy scwartz inequality which every sincere advance aspirant knows 😇😇😇
Bhai kuch prep tips Dede advance ke liye
Bhaiyya pata tha 😢 Cauchy Schwarz inequality hai yeh toh...
😊thnx for the video btw
Sir .....
I literally do the same approach by myself......
And I think of that approach from your previous trigonometry illustration😊😊😊
Thank u so much for this amazing session 🙏🏻
sir isnt this method basically a derivation of cauchy shwarz on the spot for our needs? great way of thinking though
You have already made a video on this concept
Please comeback sir JEE advance is very close ❤❤❤❤
sir can we follow vinay kumar(tmh) books for jee advanced?
Sir We need more
Sir kaha se laate ho esi thinking 🛐
Sachi mein bahi aisa nahi sochatha maine. Ye tho Relation and Functions ka QN thum tho Vector ki QN bol raha hai.
Sir its a eq. Of sphere
sir sapne mei to calender aake rozz darata hai aur bolta hai ki 4th june ki date paas aa rahi hai
Also done by Cauchy Schwartz inequality
Super easy
Direct Cauchy swartz inequality...
Bhaiya aa jao
Cauchys inequality
easy if u know caychy swartz which is thought in almost every coaching
Please comeback sir ❤❤❤
how is this impossible Cauchy Swartz has come in mains multiple times, we'll see if it makes an appearance in adv
sir IITJEE 2024 is here , where are u??
Plz comeback sir
As soon as I saw thumbnail, my brain shells said ,bhai ye to cauchy scwartz hai
ans aaya bro cauchy se
Bsdk naam hai ki address?
this is cauchy swartz that has been used in video
directly cauchy swartz se lamba jaa rha hai
@@AayushSrivastava0307 pata hai bro ,sir ne uska derivation ke steps ko use kia hai
Resonance sheet supremacy
Ayo allec panda 🐼
mid resonance sheet lmao..allen grs>>>>>
@@priyanshrawat442 achha ,are you comedy me??
Comeback for jee adv 2024
cauchy swartz lmaoo...
true lol but you should appreciate this approach it's so creative
Liked, also pin pls😢