This says that the limit of (any expression raised to a power) is equal to (the limit of the expression) raised to the same power. Is this always true?
e is Euler's number, he used the letter e for it just like we use the greek π for pi. it depends on what the number is: if the number is between -1 and 1, it will be 0 if the number is 1, it will be 1 if it is larger than 1 it will be ∞ and if its less than -1 it is undefined
The answer is ok. You can always check a limit by replacing the input variable by "close" values (in these cases, very large numbers, like 100). The output expression should get close to the numerical value of the limit e^(9/2).
Hi ! Thanks for your explanation! But i couldn't follow you bcoz No brightness! I mean there is no enough lighting! Very difficult to see what your are writing! I wonder why nobody hasn't noticed it !!
Everything is just perfect. But I had difficulty in understanding the way you write the numeric 1. It appears to be caret symbol ( ^) in many locations! This is just a kind suggestion. Thanks.
If you want to know the another way of how to find the limit at infinity, go to my new video: th-cam.com/video/vzuCrBD9eCo/w-d-xo.html
Прости меня.
Thank you
you really helped me, no one cares about these type of question until they're asked in an exam
Totally agree
Thankyou madam. Im from srilanka ❤❤
This is great, it really helped me solve a limit question. Big thanks!
Very well explained! Just leaving a comment as well to help with the algorithm :)
Thanks a lot 🙂 I appreciate it 👍
Thanks alot really I was searching this viedo lecture and finally got .
Thank you!
i was searching for this concept, thank you so much 👏
Actual genius, thank you miss
first time in your channel! Thank you!!
Thank you for being here.
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Thank you, it means a lot. 💓
Love the new board. I prefer this format :)
Thanks, me too 🙂
That's really good I don't know why she haven't large number of subscriber
Thank you, hopefully one day 🙂
Wow. Very thorough. The occasional sidebar explanations are extremely helpful. Thanks!
You’re doing great!! You may want to change your 1’s. Sometimes they look like n’s or 7’s
Great explanation. Thank you.
Thank you 🙂
Thanks so much dear🙏
very helpful really needed this
When I am learning maths from your channel After I am good at math in my class ☺️ and thank you so much mam you are nice teacher for all student
Wow! This is great
Thank you. helped me a lot.
keep making such videos.
I'm glad it helped you. Thank you for watching.
Wow it's very good explain fentastic
What your country
You looks beautiful and also your teaching style.
simp
I like your teaching.
Thank you, appreciate it.
Nice explain , thanks a lot mem 🙏🙏
Great video! Thank you so much!
Glad you like it. Thank you.
Wunderbar video! Danke schön!
Vielen Dank :)
thank you sooooooo much
Position of camera is very nice
This says that the limit of (any expression raised to a power) is equal to (the limit of the expression) raised to the same power. Is this always true?
thanks a lot 😍😍😍😍
Thank you for watching :)
Very well explained mam excellent!
Thank you.
Wow!
Ivana, love your work! 😍🙋
Thank you a lot ❤
Thank you
trust me if she is my maths teacher then the only subject that i study is mathematics
Good describe
this is so good, but why underrated :(
Thank you 🙂 it's You Tube algorithm which is not helping small you tubers. That's why it's good to like, share and subscribe.🙂
Amazing video, mmy university professor couldn't even explain this and i pay him so much money
much distain from canada, love your chess pc
Thank you ❤️
Thank you for watching🙂
Thank u very much
Thank you for watching.
I LOVE YOU SO MUCH
appreciable : )
Love from Pakistan mam
Can you pls tell me what is "-.10raise to power infinity"
Nice👍👍❤️
The value of n^2+1-1-1/n^2+1 is going to be 1-2/n^2+1 not n-2/n^2+1
And thank you that was helpful
What will be the value for (1-1/n^2)^n .Is it 1 ?? Here limit n approach to infinity
I wish u were my math’s teacher
Thanks
Well i have a question, what does "e" stands for?
And what does a number raised to infinity equals to?
e is Euler's number, he used the letter e for it just like we use the greek π for pi.
it depends on what the number is:
if the number is between -1 and 1, it will be 0
if the number is 1, it will be 1
if it is larger than 1 it will be ∞
and if its less than -1 it is undefined
@@vaj1414seriously? e is defined as lim(1+1/x)^x with x going to infinity. It is ~2.7
If there was n+3 instead of 3n in first question what would be ans
It's better. ❤
What did you do in maths
What do you mean exactly? :) if you mean for a living you have in About section :)
Yh thxs but I am not understand why you apply those formula
Good
The second question is supposed to be e^15/2. Can you please cross check the solution again. Thank you
The answer is ok. You can always check a limit by replacing the input variable by "close" values (in these cases, very large numbers, like 100). The output expression should get close to the numerical value of the limit e^(9/2).
Nice
Thanks a lot.
Thank
Thank you for watching :)
💟 from india
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I LOVE YOU
Hi ! Thanks for your explanation! But i couldn't follow you bcoz No brightness! I mean there is no enough lighting! Very difficult to see what your are writing! I wonder why nobody hasn't noticed it !!
BCS its perfectly visible
You should blame your end output device instead
A lot of Indians are watching as they are preparing for JEE
Everything is just perfect. But I had difficulty in understanding the way you write the numeric 1. It appears to be caret symbol ( ^) in many locations! This is just a kind suggestion. Thanks.
Can i say ahha in Arabic
In short, this is all because of 1/(--> infinitely large number) = 0
your really good, but u taking time. go straight to the question
W
lim x -> ∞ (1 + 2/x) ^ x
شكرا استاذ أسلوب جيد و الكتابة غير واضحة
ПРОСТИ
La presentation est Mal placé
Can u speak in hindi
No, unfortunately :)
U use whtsapp
very good explanation thank you!
Thx