Limit (1+1/n)^n = e as n approaches to infinity (W/Voice Explanation) Maths Proof (New) |Mad Teacher

Показать описание

This video explains the proof of Limit (1+1/n)^n = e as n approaches to infinity. This is a new version of the proof with more elaboration and detail. I tried my best to explain every single little step in detail so I hope it helps.

--------------------------------GIVEAWAY RULES-----------------------------------------------
To win "Oxford Concise Dictionary of Mathematics" follow the instructions given below:
1) Subscribe to my channel
2) Like any of the video on this channel
3) Comment (on any of the video on this channel) which topic of Maths you want me to cover?

** Make sure your subscriptions are visible to public.
***Open Internationally.
****There will be two winners.
*****Winners will be announced when this channel hit 1000 SUBS.
GOOD LUCK!!

Please Share & SUBSCRIBE xoxo!

Рекомендации по теме

Комментарии

(31 OF MARCH 2023)

Greetings from Curaçao, an Island Nation in the Caribbean.

This video answered My Question.

AngeloLaCruz

Omg thank you so much you helped me a lot Ma'am stay blessed!

postinc

why when n tends to another number (3, 4, 5, 6, etc) and we calculate the limit we use (1+1/n)^n = e despite this equation its for when n tends to infinity? Thank you

cesarcol

Mam, How you said n is positive so the expansion is not infinite. Plz explain this?

amitaarora

Hellow!, I have a question, the series expansion of e uses the “e definition” for to prove it?

marcialvalero

Please tell me what is this number "e" called? Iron number or something as you were calling it? Please reply.

gouranganeog

now I am studying mathematical science at university and I don't really get what the professors are teaching...It is literally the proofs of all, , , I hope u can help me.

shwezinphyo

Limx->infinity (x/2+x)^2x= what plz

ThepukhtonEnglishAcademy

I don't understand why you use n in the expressions of t_m. Based on the definition of t_n, there should only be m in the expression of t_m.

sreejithc

You did some real homemade before making this video. Really appreciate your efforts to help others.

gouranganeog

Limit (1+1/n)^n = e as n approaches to infinity (W/Voice Explanation) Maths Proof (New) |Mad Teacher

Proof of lim n approaches infinity (1+1/n)^n = e

Deriving e from the limit (1+1/x)^x as x approaches infinity

Limit (1-1/n)^n = 1/e as n approaches to infinity Proof |Mad Teacher

Maths Prépas : limite de ln(1+1/n)^n - MPSI/PCSI/ECG/BCPST/Licence1

limite de (1+1/n)ˆn et (1+1/sqrt(n))ˆn

Proof of (1+1/n)^n=e

Prove lim (n→∞)⁡[(1+1/n)^n]=e

Limits and Logarithms

Differential Calculus: Theorems on Limits at Infinity (PART 1) | Jervie Dorado

Determine if sequence converges or diverges, if converges find limit {(1+ 2/n)^n}

lim n^1/n = 1

Limit at Infinity / Indeterminate form 1 to Infinity (How to find)

(Limit Proofs) Lim as n goes to infinity of (1+x/n)^n

Limit of (-1)^n(n/(n + 1))

Limit of the Sequence a_n = (1 + k/n)^n

Determine if sequence converges or diverges, if converges find limit ((-1)^(n+1) n)/(n + sqrt(n))

1 ^ ∞, It's Not What You Think

2 - Proof of limit x tends to a⁡ (x^n- a^n) over (x-a) = na^(n-1) - in English - Madhavan SV

Limit of (1/x)^(1/x) as x approaches infinity

Proof: lim (-1)^n doesn't converge

Determine if the Sequence a_n = (e^n + e^(-n))/(e^(2n) - 1) Converges or Diverges

Demostración Limites Especiales | El número e (Euler Limites)

Limit of 3^n/n! as n approaches infinity

Limit of n!/n^n as n goes to infinity, squeeze theorem, calculus 2 tutorial