-
fraction 1/n and ℓ10 is the
length of the (decimal)
repetend. The
lengths ℓ10(n) of the
decimal repetends of 1/n, n = 1, 2, 3, ..., are: 0, 0, 1, 0, 0,...
- of 1/3h. The
representation of n
therefore holds the
repetends of 1/3h,
where each
repetend is
optionally rotated and then
replicated up to a finite...
- more
decimal digits.[citation needed] He is the
author of
Repunits and
Repetends.
Between 1940 and 1973
Yates worked a
number of
different positions at...
- In
number theory, a full
reptend prime, full
repetend prime,
proper prime: 166 or long
prime in base b is an odd
prime number p such that the
Fermat quotient...
- 1,000. Today, however, the
common usage of a
vinculum to
indicate the
repetend of a
repeating decimal is a
significant exception and
reflects the original...
- {\displaystyle A=0.7\,162\,162\,162\,\ldots } Here the
repetend is 162 and the
length of the
repetend is 3. First, we
multiply by an
appropriate power of...
- = repdigit.
Rational numbers with
denominators 7 and 13 have 6-digit
repetends when
expressed in
decimal form,
because 999999 is the
smallest number...
- OEIS) √114 is
approximately 10.67707 82520.
After one
expansion of the
repetend, the
continued fraction yields the
rational fraction 21194 1985 {\displaystyle...
- 322368421052631578947) is an
infinitely long,
periodically repeating decimal (
repetend length: 18). The
relationship between the torr and the
millimeter of mercury...
- Periods., a
comedy film
series In a
repeating decimal, the
length of the
repetend Period of a function,
length or
duration after which a
function repeats...
