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2744

2744 is a natural number that follows 2743 and precedes 2745. It is notable for being a perfect cube: 14 cubed (14^3 = 2744). Its prime factorization is 2^3 × 7^3, equivalently (2 × 7)^3.

2744 is even and composite. Its divisibility reflects its prime factors, with divisors including powers of

In various numeral systems, 2744 has distinctive representations: in binary it is 101010111000; in base 14 it

As a year, 2744 CE would be a far-future date, with no widely noted historical events associated

2
up
to
2^3
and
powers
of
7
up
to
7^3,
yielding
divisibility
by
8,
7,
14,
28,
56
and
343,
among
others.
The
digit
sum
of
2744
is
2
+
7
+
4
+
4
=
17,
which
is
not
a
multiple
of
3,
so
the
number
is
not
divisible
by
3.
is
1000_14
(since
14^3
=
2744);
in
Roman
numerals
it
is
MMDCCXLIV.
As
a
decimal,
its
factors
and
cube
structure
make
2744
a
common
example
in
discussions
of
cubed
numbers
and
factorization.
with
it
in
contemporary
references.
In
mathematics
and
number
theory
contexts,
2744
is
often
cited
as
a
straightforward
example
of
a
perfect
cube
with
a
symmetric
prime-factor
structure,
illustrating
the
relationship
between
cube
numbers
and
their
prime
components.