For the sequence with $u_n = \dfrac{1}{n}$, if $u_n 10^{-8}$, the value of $n$ satisfies —

Question

For the sequence with $u_n = \dfrac{1}{n}$, if $u_n > 10^{-8}$, the value of $n$ satisfies —

Accepted Answer

$n < 10^{8}$

Answer

$n > 10^{8}$

Answer

$n = 10^{-8}$

Answer

$n > 10^{-8}$

For the sequence with un=1nu_n = \dfrac{1}{n}un​=n1​, if un>10−8u_n > 10^{-8}un​>10−8, the value of nnn satisfies —