- #1
Iraides Belandria
- 55
- 0
Dear people of this forum,
Assume we have an interval of a line [ a, b].
Now, let us divide this interval in many ( infinite ) subintervals of finite size. ? What will be the size of these many intervals, equal or unequal, when the number of subintervals tends to infinite?. ¿there is any theorem to confirm possible answer?. Thank you.
Assume we have an interval of a line [ a, b].
Now, let us divide this interval in many ( infinite ) subintervals of finite size. ? What will be the size of these many intervals, equal or unequal, when the number of subintervals tends to infinite?. ¿there is any theorem to confirm possible answer?. Thank you.