- #1
lfdahl
Gold Member
MHB
- 749
- 0
Show that the binary number $b = 0.11 … 1$ with $2003$ $1$’s satisfies
$0.99 ··· 9 < b < 0.99…9$, where the lower bound has $602$ decimal digits $9$,
whereas the upper bound has $603$ decimal digits $9$.
$0.99 ··· 9 < b < 0.99…9$, where the lower bound has $602$ decimal digits $9$,
whereas the upper bound has $603$ decimal digits $9$.