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5942

5942 is a natural number that follows 5941 and precedes 5943. It is even and composite. The prime factorization of 5942 is 2 × 2971, where 2971 is a prime number. Consequently, its positive divisors are 1, 2, 2971, and 5942, making it a semiprime (a product of two distinct primes).

In terms of basic arithmetic properties, 5942 is not a perfect square or a triangular number. It

Representations in other bases include: binary 1011100110110_2, octal 13466_8, and hexadecimal 0x1736.

As a small semiprime, 5942 is sometimes cited in introductory discussions of factorization and primality testing

is
congruent
to
2
modulo
4
and
to
6
modulo
8.
The
sum
of
its
decimal
digits
is
20,
so
it
is
not
divisible
by
3.
to
illustrate
the
characteristics
of
products
of
two
primes.
It
has
exactly
four
positive
divisors:
1,
2,
2971,
and
5942.
Overall,
5942
is
a
straightforward
example
of
an
even
semiprime
with
simple
base
representations.