Without using the sigma-delta notion describe using your own words the meaning of (limit of 1/n when n-infinity = 0)

Question

Without using the sigma-delta notion describe using your own words the meaning of (limit of 1/n when n->infinity = 0)

anonymous · Answer

the meaning of $$\lim_{n \rightarrow \infty} \frac{ 1 }{ n } = 0$$

anonymous · Answer

when n goes to a very large number (infinity) it would be 1/n would tend to 0.


1 divide a very larger number would get closer to zero as the denominator gets even  larger.

anonymous · Answer

The way you say that in 'Enlgish' would be, as n tends to positive infinity, 1/n tends to 0.

anonymous · Answer

ok, that's what i need
thanks a lot