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dang, im going to take Cal II final exam tomorrow and i just now know about the fact (1+1/n)^n = e. thanks a lot, blackpenredpen, at least I am not too late
Best of luck Son K.
can you also show how to do the one where you have to e^ln[f(x)]^g(x)??? pleaseeee
broo deserves a nobel prize
thank you for saving my life
Concise which is the heart of math !
Converges to about 0.1046!
So the row (1-1/n)^n² diverges cuz it isnt a 0 row?
For the first element of the serie (n=1) we have 0 exp 1? = exp 1 x ln 0 !
Love from India 🇮🇳
Güzel 👍
Con VERGEEES
T quiero un banda
dang, im going to take Cal II final exam tomorrow and i just now know about the fact (1+1/n)^n = e. thanks a lot, blackpenredpen, at least I am not too late
Best of luck Son K.
can you also show how to do the one where you have to e^ln[f(x)]^g(x)??? pleaseeee
broo deserves a nobel prize
thank you for saving my life
Concise which is the heart of math !
Converges to about 0.1046!
So the row (1-1/n)^n² diverges cuz it isnt a 0 row?
For the first element of the serie (n=1) we have 0 exp 1? = exp 1 x ln 0 !
Love from India 🇮🇳
Güzel 👍
Con VERGEEES
T quiero un banda