DIFFERENTIAL EQUATION + AREA UNDER CURVE || Most Likely to Come in IIT-JEE ADVANCE (2022)

[@vikask2512]

Sir Please Increase Frequency of these Problems These are very helpful.........😊😊

[@gupta2052]

You were vouched in jee simplified's video yesterday. Really an underrated channel!!

[@getoutyoulol]

And to be honest I didn't like it,atleast till jee adv 2022 I would have kept it a secret,and after that if everyone had known,it's no harm then... competition increase

[@gupta2052]

@@getoutyoulol I know bro xd. But theeke bhaiya deserved it.

[@jjbb3714]

Guys what was ur rank in jee mains. And what's your aim rank for jee advanced?

[@kira9871]

Sir ek baat bataoge.. Humne area bounded by those two curve (lamba se 0) tak hi kyu liya when it is given x=(0 π/2)

[@okiiujj8855]

@@kira9871 vo toh x ki limit h

[@harmanagrawal7229]

sir it was given that for f(x), 0

[@T22-t3z]

In the beginning of the question it was given that 0

[@bluexwave5930]

Basically you are absolutely trueeeee

[@user-jp5rw8ur8k]

"And that'll be all" has a different fan base !!

[@tischenko8354]

The thing that i like the most apart from the question is your voice .It exactly like sonu nigam talking

[@steroid17]

Damnn nice

[@saanyasetia6096]

amazing

[@cutegirlakanshabag2449]

Thank you sir 😊

[@anaysingh-iitdelhi8955]

I solved correct for both of the curve but messed up in area calculation as it became a bit lenghty🙂 Sir please take question of complex number involving some good manipulations of modulas which are in not in any standard books

[@tanmayvishwakarma8861]

ques related to mod can easily solved by geometry bro

[@anaysingh-iitdelhi8955]

@@tanmayvishwakarma8861 I wasn't talking about standard question "ki circle bana k max/min value nikal lo" Some good question which involves some time calculas as well in complex number

[@tanmayvishwakarma8861]

@@anaysingh-iitdelhi8955 abe sirf circle hi thodi hota he bhai circle tujhse kabhi puchenge hi nhi advance mein direct

[@anaysingh-iitdelhi8955]

@@tanmayvishwakarma8861 vmro app tho offend ho gaye btw mains percentile?

[@tanmayvishwakarma8861]

@@anaysingh-iitdelhi8955 98

[@praffulkumar3856]

Mst

[@mdadil0_0]

Wtf , exam is just 14 days far , and I found this gem channel today only.. F

[@shreshthrajiitb31]

Thanku so much sir ,nice problem it was ! Sir plz clear my one doubt ,why did you take the y- coordinate of point of intersection 0 ,plz sir Agar koi explain kr skta h ye chij to plz btaiye

[@soumadeepsengupta8694]

Same doubt

[@itsmathslover...6617]

Second wala differential equation ka question same fitjee aits Mai tha sir...btw thank u sir for this kind of problems ...love ur dedication and your amazing problems.. ♥️

[@kira9871]

Sir ek baat bataoge.. Humne area bounded by those two curve (lamba se 0) tak hi kyu liya when it is given x=(0 π/2)

[@deepamshah3696]

Thank u so much sir pls bring more of these type of adv lvl Q's it really helps in thinking

[@utsah470]

Sir, one better method to solve that last area part would have been to solve with respect to dy ... from -1/2 (3pi/16)^3 to 0. Direct answer aa jaata.

[@utsah470]

Really like your way of teaching ... please upload more and more videos for adv 2022

[@vahaha1175]

Bro why did he take the points (lamda, 0) when the y axis point is clearly not zero

[@manemonipavan1153]

Sir,pls increase the frequency of this videos......really helpful

[@anonymous-bi6ul]

Sir in bounded area shouldn't we take the area from 0-π/2 bcz by definition of function f x lies from 0-π/2??

[@iitianrahul2503]

Very nyc ques with very intelligent thought

[@gameminer2798]

sir maza agaya 👌👌👌👌👌👌👌

[@insan_IITB]

Question on Co-ordiante geometry are also needed

[@anirbanchatterjee8145]

Whenever i see a channel with less subs i imediately know , that i have found gold. Jaha bheed jyada hoti hai , wha bus bakwaas chalti hai

[@himanshugurjar5630]

owsome

[@kira9871]

👌👌👌👌👌👌👌loving it

[@kira9871]

Sir ek baat bataoge.. Humne area bounded by those two curve (lamba se 0) tak hi kyu liya when it is given x=(0 π/2)

[@shubhankroy2732]

06:26 --- sir how is y(square)/2x(square) here . I think only x(square) in denominator. please reply....

[@rudrathakur6253]

Great question sir please try to make a series for 2024

[@i3wm724]

If if remember correctly , a similar question had come in AITS this time too

[@sarojdhoundiyal78]

sir u put sinx= cosx = 1\ root2 to ye to f of pi by 4ki value h not f x ki so how this

[@jatainkumar]

And that will be all ♥

[@samarthchaplot2998]

Thank you sir again for such out of the box questions! And Today too i was able to solve the question on my own Ps: i made a silly error in finding f(x) but as soon as i started watching ur video i realised what was my mistake.However i solved the differential on my own and found the correct ans again it boosted my confidence. tq sir

[@kira9871]

Sir ek baat bataoge.. Humne area bounded by those two curve (lamba se 0) tak hi kyu liya when it is given x=(0 π/2)

[@l1mbo69]

@@kira9871 f(x) is defined for 0 to pi/2, but if the two curves meet before that then we will only take till there (if lambda> pi/2 then you would be right)

[@l1mbo69]

@@kira9871 and i think the interval should be -pi/2 to pi/2 otherwise this makes no sense to me as lambda

[@bluexwave5930]

@@l1mbo69 you killed this question during explanation

[@l1mbo69]

@@bluexwave5930 wdym.. it's not like I commented on the supposed 'beauty' of this question this is just calculation part

[@deepvaghasiya3597]

Sir the solution and answer is completely correct 👍, but the graph of (-2x)^1/3 the concavity should be opposite of that u made😅, it should be concave downward in the 2nd quadrant and concave up in the 4th

[@soundsinteresting208]

How to predict graph?

[@samarthchaplot2998]

bro it is irrelevant for solving the ques as we only need the intesection point

[@soundsinteresting208]

@@samarthchaplot2998 how to predict graph?

[@samarthchaplot2998]

@@soundsinteresting208 Suppose the func y=x^3. You can predict the graph by substituting values of x. First put x = some +ve value you will find that y is +ve too Therefore the graph lies in 1st quadrant for x >0 and y>0 similalrly for x

[@deepvaghasiya3597]

@@samarthchaplot2998 yes there is no need of proper graph i know that, but the graph drawn should be appropriate according to the given function to avoid confusion among the students who are new to this topic and watching this video

[@anuragmishra9994]

Wow sir please continue we need more like this

[@piyushagarwaliitd9479]

Really enjoyed the problem 😀😀

[@yashshah4182]

But in the question statement, f(x) is for x between 0 to pi/2... So area should be not defined right?

[@rajaryan678]

Area should be defined but this is not the area which he calculated , right side of y axis is correct area

[@CruxTV]

Sir the 1st qs is from a das Gupta.....am i correct ....plz reply sir...btw really helped

[@tanmoygiri4062]

Bro when you calculate the area you can also calculate it along y axis it will more easy

[@bhaskar12]

Sir , black screen ues karo

[@aryanahlawat17]

Thank you so much sir. You are really helping us boost our preparation.🙇🏻

[@priyanshrawat442]

sir which source material you use to make these questions?

[@Abhi-kr6df]

11:09

[@iitianladka8712]

Sir please jee advance 2024 ke liye complete maths padhaye please sir please 🙏🙏🙏

[@mandirabasu2170]

But if you integrate the first function then u get 0 How ?

[@tanmoygiri4062]

Actually he does not integrate it he make the differentiation of the function

[@sahibsingh8546]

Sir fiitjee aits ka hai yeh ques

[@nmsphysics]

bro aits bhej de yr pdf

[@rajeevsharma6409]

Sir iss ques mae limit 0 to π/2 kyu ni li ?

[@vasubhalani3938]

f(x) is constant che because derivative 0 hai

[@itsroyalcreation2359]

You do wrong beacuse in f(x) given that (0

[@bhaskarraj378]

🤣

[@itsroyalcreation2359]

@@bhaskarraj378 bhai are you preparing for jee advanced 2022

[@bhaskarraj378]

@@itsroyalcreation2359 23

[@rishavkumargupta8875]

Sir why not uplodeing any problems these days 😟

[@vahaha1175]

Bro why did he take the points (lamda, 0) when the y axis point is clearly not zero