find the limit of the sequence
[ 1- (2/n) ]^n
n----->OO from n=1
You have the sequence of {(1-(2/n)^n)}
To find if and where it converges take the limit as n --> (infinity)
lim(1-(2/n)^n) = (1-0)^(infinity) which = 1
n->(infinity)
Your sequence converges and tends towards 1 because 1 is a finite value.
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Verified answer
You have the sequence of {(1-(2/n)^n)}
To find if and where it converges take the limit as n --> (infinity)
lim(1-(2/n)^n) = (1-0)^(infinity) which = 1
n->(infinity)
Your sequence converges and tends towards 1 because 1 is a finite value.