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that would be correct for lim x→a f(x)^(gx) = e^[(f(x)-1)(g(x))] here, the LHS is lim x→a [(1+f(x))^g(x)], so it becomes e^[(1+f(x)-1)(g(x))] = e^[f(x)g(x)]
that would be correct for lim x→a f(x)^(gx) = e^[(f(x)-1)(g(x))] here, the LHS is lim x→a [(1+f(x))^g(x)], so it becomes e^[(1+f(x)-1)(g(x))] = e^[f(x)g(x)]
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Apne 'Manim' library ka use kiya hai video banane mai?
Vote for More 1min revision plsss
Vote for Continuity and Differentiability
Khud kya karta hai sara din
😂@@gwnandan2265
Creators in 2030 be like : complete jee pcm revision in 10 sec
😂
😂
Great Work ! Need such precise works on other chapters also
For any one in need
Lim x--->0sinx, tanx =1
Lim 1-e^x/e^x=1
Lim log(1+x)/x=1
Lim a^x 1 /a= lna
Great we need all chapters of maths
Make a video with got soundtrack too:p
Helpful video btw, was just revising lcd
arc means inverse?
Yes
the quality is too good
Bhaiya pls coordinate or vector 3d ke liye kro yeh
thanks bhaiya bahut help hui isse !!
RRD Sir gives effective tips to students for revision. #RRDSIR #NSSIR #MOTIONITE
Taylor series was my Greatest fear thank you for uploading this, it's easy to revise now
love these videos
Who else watched at lower speed .
i watched this at 2x speed
Manim 🐐
Vote for no ad on these vdo , it takes time
1:50 yar ye inverse trigo fxn ke explanation bhi yaad karne padenge kya? Zaruri hai? Mene to sirf sin cos tan ka kiya hai🤡
Ha pyq pucha hai
@K4sma469 okay 😭
Bhai esey pya sin-1x ko t manke solve Karo sinx andar aajayega function then uspar expansion lagao
@aravaramu10 ok thnks bro
2:08 f(x)-1 on the right hand side
nahi bhai -1 kiya he already
that would be correct for lim x→a f(x)^(gx) = e^[(f(x)-1)(g(x))]
here, the LHS is lim x→a [(1+f(x))^g(x)], so it becomes e^[(1+f(x)-1)(g(x))] = e^[f(x)g(x)]
revised all except tan, arcsin, arccos expansion
bhaiya, please show some questions where these expansions are used
Thank you ❤
sir at 2:09 shouldnt the formula be [f(x)-1]g(x)
that would be correct for lim x→a f(x)^(gx) = e^[(f(x)-1)(g(x))]
here, the LHS is lim x→a [(1+f(x))^g(x)], so it becomes e^[(1+f(x)-1)(g(x))] = e^[f(x)g(x)]
@sVas-7 yess i didnt realise the +1 was also there thanks
@@hriday3777 yessir np
what is arc sin ? plz explain
Why do you stare into my soul like that in the thumbnail
Integration & differentiation needs 🎉
Too much needed for other chapters as well
Revision ❎ studying this chapter 🥰✅
Animation reference from 3 blue 1 Brown ?
yes, used his python lib
Aur karo, aur under one minute kaha hua ye?
Ajj hi limits start hua hai
Editing on next day: jaldi bulake late chodke khatam bhi karvadiya 💀
11th mai ?
Ha wo maths sir ko maths padana nhi ata nah unko lagta hai ki bas sallaybus bhagane se ho jayega. Fir bolenge ki yeh thinking genetics hai.
@tanush9773 change coaching asap or study urself dont watch lecture
What is arcsin ?
Sin^-1(x)
Imagine watching this in 2x speed
Efforts ❤
Thanx
Lekin vid to 2 min ki hai😅
very motivating formulae.
lol
motivating bgm
Chalo thik he, 2:43 ko 1 min bolthe he
Arc kya hota hay ? Inverse?
Haa for eg arcsin(x) = sin^-1(x)
@danmiller9834 thank you so much Bhai ❤️🩹
Watched it at 2x
Great Work ! Need such precise works on other chapters also