28 Replies
@Apu
Note for OP
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$$y = e^{e^{e^{\dots}}}$$
$$y = e^y$$
$$ y ' = e^y \cdot y'$$
Keshav
Roughly same solution as @Keshav
@Deleted User
So will dy/dx =0 (y'=0)here?
Or we will take (1-1/y)=0 i.e. y=1 ?
@Say_miracle_shadow both are "possible" solutions here....but since y cannot be equal to 1,so dy/dx = 0 would be the feasible solution.
Thank you
🙏
Can you please guide ,
I have done some questions in Matrices and Determinants , but there are a few weak topics like of adjoint and inverse , so what to do , I should start with NCERT or something else , and in coaching , limits has been started
for adjoint and inverse....are these like very low level or they have been done by you and you wanna strengthen them further?
I have only idea , but gets stuck in solving medium level questions ...
hm...would suggest that you take up a certain time...try to finish pyqs of it till atleast 2019 in one sitting.
then go for pyqs of adv + IIT-JEE (after year 2000)
you can try up blackbook after it for polishing 😄
mains*
Thank you so much @Deleted User
you will encounter a lot of adjoint and inverse based questions in mains database as well as some in adv as well.....their frequency is usually higher in mains so it will get you a good practise
have you solved your coaching module on the same topics?
Noo 😅
☠️ try to do it first or mains pyq.....but do not leave them behind....they do serve as sort of a base for it...so yeah
I feel that the topic segregation is not good in my Maths module !
its fine you can rearrange the material solving order....what matters is the skill set that you gain on those topics 😄
@Deleted User
Are you also JEE aspirant ?
i Was
Ok
2024 tard here
Ok
+solved @Deleted User
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