'''5000''' ('''five thousand''') is the Natural_number following 4999 and preceding 5001. Five thousand is the largest Isogrammic number in the English language. {| width="250" border="1" style="float: right; background: #feffff; border-collapse: collapse; margin: 0.5em" | colspan=2 | {{Numbers_1000_-_10000}} |- | Cardinal | 5000
five thousand |- | Ordinal | 5000th
five thousandth |- | Factorization | $2^3\; \backslash cdot\; 5^4$ |- | Roman_numeral | {{overline|V}} |- | Roman numeral (Unicode) | {{overline|V}}, {{overline|v}} |- | Binary | 1001110001000 |- | Octal | 11610 |- | Duodecimal | 2A88 |- | Hexadecimal | 1388 |- |} {{wiktionary|five thousand}} == Selected numbers in the range 5001-5999 == * '''5003''' - Sophie_Germain_prime * '''5020''' - Amicable_number with 5564 * '''5039''' - Factorial_prime, Sophie Germain prime * '''5040''' - 7!, Highly_composite_number * '''5041''' = 71^2, Centered_octagonal_number * '''5050''' - Triangular_number, Kaprekar_number, sum of first 100 integers * '''5051''' - Sophie Germain prime * '''5076''' - Decagonal_number * '''5081''' - Sophie Germain prime * '''5087''' - Safe_prime * '''5099''' - safe prime * '''5107''' - Balanced_prime * '''5113''' - balanced prime * '''5151''' - triangular number * '''5167''' - Cuban_prime of the form x = y + 1 * '''5171''' - Sophie Germain prime * '''5184''' = 72^2 * '''5186''' - φ(5186) = 2592 * '''5187''' - φ(5187) = 2592 * '''5188''' - φ(5189) = 2592, Centered_heptagonal_number * '''5226''' - Nonagonal_number * '''5231''' - Sophie Germain prime * '''5244''' = 22^2 + 23^2 + ... 29^2 = 20^2 + 21^2 + ... 28^2 * '''5249''' - Highly_cototient_number * '''5253''' - triangular number * '''5279''' - Sophie Germain prime * '''5292''' - Kaprekar number * '''5303''' - Sophie Germain prime, balanced prime * '''5329''' = 73^2, centered octagonal number * '''5333''' - Sophie Germain prime * '''5335''' - Magic_constant of ''n''×''n'' Magic_square and n-Queens Problem for n =22. * '''5340''' - Octahedral_number * '''5356''' - triangular number * '''5365''' - decagonal number * '''5387''' - safe prime, balanced prime * '''5392''' - Leyland_number * '''5393''' - balanced prime * '''5399''' - Sophie Germain prime, safe prime * '''5405''' - member of a Ruth-Aaron_pair with 5406 (either definition) * '''5406''' - member of a Ruth-Aaron_pair with 5405 (either definition) * '''5419''' - cuban prime of the form x = y + 1 * '''5441''' - Sophie Germain prime * '''5456''' - Tetrahedral_number * '''5459''' - highly cototient number * '''5460''' - triangular number * '''5461''' - Super-Poulet_number, centered heptagonal number * '''5476''' = 74^2 * '''5483''' - safe prime * '''5500''' - nonagonal number * '''5501''' - Sophie Germain prime * '''5507''' - safe prime * '''5525''' - Square_pyramidal_number * '''5536''' - Tetranacci_number * '''5563''' - balanced prime * '''5564''' - amicable number with 5020 * '''5565''' - triangular number * '''5566''' - Pentagonal_pyramidal_number * '''5625''' = 75^2, centered octagonal number * '''5639''' - Sophie Germain prime, safe prime * '''5662''' - decagonal number * '''5671''' - triangular number * '''5711''' - Sophie Germain prime * '''5719''' - Zeisel_number * '''5741''' - Sophie Germain prime, Pell_number, Markov_number, centered heptagonal number * '''5768''' - Tribonacci_number * '''5776''' = 76^2 * '''5777''' - smallest counterexample to the conjecture that all odd numbers are of the form $p\; +\; 2a^2$ * '''5778''' - triangular number * '''5781''' - nonagonal number * '''5798''' - Motzkin_number * '''5807''' - safe prime, balanced prime * '''5849''' - Sophie Germain prime * '''5879''' - safe prime, highly cototient number * '''5886''' - triangular number * '''5903''' - Sophie Germain prime * '''5913''' - sum of the first seven factorials * '''5927''' - safe prime * '''5929''' = 77^2, centered octagonal number * '''5939''' - safe prime * '''5967''' - decagonal number * '''5984''' - tetrahedral number * '''5992''' - Chiliagonal_number * '''5995''' - triangular number 59e03 5000 Fr:Nombres_5000_à_5999 Ko:5000 Io:5000_(nombro) Ru:5000_(число) Sl:5000_(število) Th:5000 Vi:5000_(số)