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* [[363 Padua]] is a (probably typical Main Band) [[asteroid]].
* [[363 Padua]] is a (probably typical Main Band) [[asteroid]].
* 363 is attested in [[Egyptian mythology]]. In the [[Edfu]] texts for example it appears to be associated with [[Thoth]].
* 363 is attested in [[Egyptian mythology]]. In the [[Edfu]] texts for example it appears to be associated with [[Thoth]].
* 363 numerology main key: The [[Creativity|Creative]], [[Innovation|Innovative]].
* 363 numerology main keys: The [[Creativity|Creative]], [[Innovation|Innovative]].
* [[USS Balch (DD-363)]] was a [[Porter-class destroyer]] in the [[United States Navy]].
* [[USS Balch (DD-363)]] was a [[Porter-class destroyer]] in the [[United States Navy]].
* 363 is the number of communes of the [[Maine-et-Loire]] département in [[France]].
* 363 is the number of communes of the [[Maine-et-Loire]] département in [[France]].

Revision as of 22:04, 15 June 2015

← 362 363 364 →
Cardinalthree hundred sixty-three
Ordinal363rd
(three hundred sixty-third)
Factorization3 × 112
Divisors1, 3, 11, 33, 121, 363
Greek numeralΤΞΓ´
Roman numeralCCCLXIII, ccclxiii
Binary1011010112
Ternary1111103
Senary14036
Octal5538
Duodecimal26312
Hexadecimal16B16

363, three hundred [and] sixty three, is the integer after 362 and before 364.

In mathematics

  • 363 is the sum of nine consecutive primes (23 + 29 + 31 + 37 + 41 + 43 + 47 + 53 + 59).
  • It is an odd, composite, positive, real integer, composed of a prime (3) and a prime squared (112).
  • The 363rd day in a year is 29 December (28 December in leap years).
  • 363 is a palindromic number in bases 3, 10, 11 and 32.
  • Any subset of its digits is divisible by three.
  • 363 is a repdigit (BB) in base 32.
  • 363 is a 122-gonal number.
  • 363 is a deficient number.
  • 363 is the sum of five consecutive powers of 3 (3 + 9 + 27 + 81 + 243) deficient number.
  • The Mertens function returns 0
  • 363 cubits is the solution given to Rhind Mathematical Papyrus question 50 – find the side length of an octagon with the same area as a circle 9 khet in diameter [2].
  • 363 can be expressed as the sum of three squares in four different ways: 112 + 112 + 112, 52 + 72 + 172, 12 + 12 + 192, and 132 + 132 + 52.

In other fields

Products

References

  1. ^ [1]