ISI 2024 FINAL LAP | NUMBER THEORY AND GEOMETRY | UGA- UGB PROBLEM SOLVING | Abhay Sir | VOS
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- čas přidán 28. 04. 2024
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on the qsn regarding area of quad =1
choosing three of the vertices of the quad such that the area formed by them is maximum. then joining C to the midpoint of DB and extending it till it his one of the sides this will be our 4th point call it F. And we get ar(dcb)>=1/2, ar(FDC)>=1/4 and ar(FBC)>=1/4
Great lecture sir ❤❤❤
number theory seems more complex than complex no to me (jee student)
Even I feel Geometry is harder than Calculus.....
Class 9 maths feels harder to me than class 11 & 12.....
@@rishii2296because we're never taught these high level things and are just made to cram several methods to solve some particular questions
Thanks jee mains.. 🥲🥲
Lumd kuch level match kar paa raha hu
Sir inmo ka paper discuss kijiye
Good 😊😊😊😊😊
sir, what interview possible or not.
Pls conduct a video on solutions of bsds sample paper ISI 2024
hello sir , there is one problem, sir admit card mein bas uga ka timing dikha rha h ugb ka kya?
14 to 16:00 -UGB
Admit card aa gya kaha say download kare kyunki site pe nhi dikha rha ??
@@shreyashree579 Jo email tumne bhara tha uspe hi Aya h
You might have opted for bsds
There is no ugb for it
😊Q 6ugb slov & good 👍🏻 sir
Sum of squares will be 670 x 2014 according to me
can you share with me the method. Pls
@@betterangle9318 Total sum of squares - sum of squares of the terms in the set = Σ (201-x_i)^2 and then expand the sigma notation
Sir maximum Q ugb
120qes
Abhay sir pls aap firse JEE keliye padayiye sir
Aapki jee lectures ko bht Miss kr rhe hey sir plssss❤🎉