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Home > 10000 (number)


 

199e04 10000

Ten thousand (10000) is the natural number following 9999 and preceding 10001. The Greek prefix for 10,000 is myria-, from which myriad is derived.

10000
CardinalTen thousand
OrdinalTen thousandth
Factorization10000 = 24 · 54
Roman numeral
Binary10011100010000
Hexadecimal2710

In scientific notation, it is written as 104. See also: 1000, list of numbers

Selected 5-digit numbers (10001 - 99999)

10201 - palindromic square
10206 - pentagonal pyramidal number
10239 - Woodall numberIn mathematics, a Woodall number or Riesel number is a natural number of the form n · 2''n − 1 (written W . Woodall numbers were first studied by A. Cunningham and H. Woodall in 1917, inspired by James Cullen's earlier study of the similarly-defined
10267 - cuban primeA cuban prime is a prime number that is a solution to one of two different specific equations involving third powers of x and y''. The first of these equations is and the first few cuban primes from this equation are 7, 19, 37, 61, 127, 271, 331, 397, 547
10301 - palindromic primeA palindromic prime is a prime number that is also a palindromic number. Palindromicity depends on the base of the numbering system and its writing conventions, while primality is independent of such concerns. The first few palindromic primes in base 10 a
10333 - star numberA star number or centered 12-gonal number is a figurate number that represents a centered hexagram, such as the one that Chinese checkers are played on. The star numbers for n is given by the formula 6''n ''n 1) + 1. The first few star numbers are 1, 13,
10416 - square pyramidal numberA pyramidal number or square pyramidal number is a figurate number that represents a pyramid with a base and four sides. The n''th pyramidal number is
The first few pyramidal numbers are 1, 5, 14, 30, 55, 91, 140, 204, 285, 385, 506, 650, 819 Pyramidal
10425 - octahedral numberAn octahedral number is a figurate number that represents an octahedron, or two pyramids placed together, one upside-down underneath the other. The octahedral number for n can be obtained by adding the n-1 and n square pyramidal numbers together, or by us
10501 - palindromic prime
10570 - weird numberIn mathematics, a weird number is a natural number that is abundant but not semiperfect. The first few weird numbers are 70, 836, 4030, 5830, 7192, 7912, 9272, 10430,. sequence in OEIS). It has been shown that an infinite number of weird numbers exist, an
10585 - Carmichael numberIn number theory, a Carmichael number is a composite positive integer n such that for any integer a relatively prime to n with 1 ≤ a ≤ n it is true that a n ≡ a (mod n (see modular arithmetic). Overview Fermat's little theorem states that all
10601 - palindromic prime
10609 - tribonacci number
10646 - ISO 10646 is the standard for Unicode
10660 - tetrahedral number
10671 - tetranacci number
10744 - amicable number with 10856
10792 - weird number
10837 - star number
10856 - amicable number with 10744
10905 - Wedderburn-Etherington number
10946 - Fibonacci number
10990 - weird number
11025 - sum of the cubes of the first 14 integers
11311 - palindromic prime
11368 - pentagonal pyramidal number
11410 - weird number
11411 - palindromic prime
11440 - square pyramidal number
11480 - tetrahedral number
11690 - weird number
11719 - cuban prime
11726 - octahedral number
12097 - cuban prime
12110 - weird number
12198 - semi-meandric number
12285 - amicable number with 14595
12321 - palindromic square
12341 - tetrahedral number
12421 - palindromic prime
12529 - square pyramidal number
12530 - weird number
12670 - weird number
12721 - palindromic prime
12821 - palindromic prime
13244 - tetrahedral number
13267 - cuban prime
13131 - octahedral number
13331 - palindromic prime
13370 - weird number
13510 - weird number
13669 - cuban prime
13685 - square pyramidal number
13790 - weird number
13820 - meandric number, open meandric number
13831 - palindromic prime
13930 - weird number
13931 - palindromic prime
13950 - pentagonal pyramidal number
14190 - tetrahedral number
14200 - number of n-Queens Problem solutions for n = 12,
14341 - palindromic prime
14400 - sum of the cubes of the first 15 integers
14641 - palindromic square
14644 - octahedral number
14741 - palindromic prime
14770 - weird number
14595 - amicable number with 12285
14910 - square pyramidal number
14976 - chiliagonal number
15180 - tetrahedral number
15376 - pentagonal pyramidal number
15387 - Zeisel number
15451 - palindromic prime
15511 - Motzkin number
15551 - palindromic prime
15610 - weird number
15841 - Carmichael number
15890 - weird number
16030 - weird number
16061 - palindromic prime
16091 - strobogrammatic prime
16206 - square pyramidal number
16269 - octahedral number
16310 - weird number
16361 - palindromic prime
16384 - power of two
16843 - Wolstenholme prime
16561 - palindromic prime
16651 - cuban prime
16661 - palindromic prime
16730 - weird number
16870 - weird number
16896 - pentagonal pyramidal number
17272 - weird number
17296 - amicable number with 18416
17344 - Kaprekar number
17471 - palindromic prime
17570 - weird number
17575 - square pyramidal number
17971 - palindromic prime
17990 - weird number
18010 - octahedral number
18181 - palindromic prime, strobogrammatic prime
18410 - weird number
18416 - amicable number with 17296
18481 - palindromic prime
18496 - sum of the cubes of the first 16 integers
18600 - harmonic divisor number
18620 - harmonic divisor number
18830 - weird number
18970 - weird number
19019 - square pyramidal number
19390 - weird number
19391 - palindromic prime
19441 - cuban prime
19513 - tribonacci number
19600 - 140^2, tetrahedral number
19670 - weird number
19871 - octahedral number
19891 - palindromic prime
19927 - cuban prime
19991 - palindromic prime
20000 - round number; also in the title of Jules Verne's novel 20,000 Leagues Under The Sea
20081 - Motorola 68K instruction for no operation (NOP)
20230 - pentagonal pyramidal number
20540 - square pyramidal number
20569 - tetranacci number
20965 - chiliagonal number
21856 - octahedral number
22050 - pentagonal pyramidal number
22140 - square pyramidal number
22222 - Kaprekar number
22447 - cuban prime
22527 - Woodall number
23409 - sum of the cubes of the first 17 integers
23497 - cuban prime
23821 - square pyramidal number
23969 - octahedral number
23976 - pentagonal pyramidal number
24211 - Zeisel number
24571 - cuban prime
24631 - Wedderburn-Etherington number
25085 - Zeisel number
25117 - cuban prime
25585 - square pyramidal number
26214 - octahedral number
26227 - cuban prime
26861 - smallest number below which there are more primes of the form 4k+1 than of the form 4k+3
27434 - square pyramidal number
27559 - Zeisel number
27720 - smallest number divisible by the numbers 1 to 12 (there is no smaller number divisible by the numbers 1 to 11)
27846 - harmonic divisor number
27952 - chiliagonal number
28158 - pentagonal pyramidal number
28595 - octahedral number
29241 - sum of the cubes of the first 18 integers
29341 - Carmichael number
29370 - square pyramidal number
30000 - round number
30029 - primorial prime
30030 - primorial
30240 - harmonic divisor number
30420 - pentagonal pyramidal number
30694 - open meandric number
31116 - octahedral number
31395 - square pyramidal number
31929 - Zeisel number
32760 - harmonic divisor number
32761 - 181^2, centered hexagonal number
32768 - power of two
32800 - pentagonal pyramidal number
33511 - square pyramidal number
33781 - octahedral number
35720 - square pyramidal number
35890 - tribonacci number
35937 - chiliagonal number
36100 - sum of the cubes of the first 19 integers
36594 - octahedral number
37378 - semi-meandric number
37926 - pentagonal pyramidal number
38024 - square pyramidal number
38962 - Kaprekar number
39559 - octahedral number
39648 - tetranacci number
40000 - round number
40320 - smallest factorial that is not a highly composite number
40425 - square pyramidal number
40678 - pentagonal pyramidal number
40804 - palindromic square
41041 - Carmichael number
41616 - triangular square number
41835 - Motzkin number
42680 - octahedral number
42925 - square pyramidal number
43560 - pentagonal pyramidal number
44100 - sum of the cubes of the first 20 integers, sampling rate of Red Book-compliant audio compact disks
44920 chiliagonal number
44944 - palindromic square
46656 - 6@2 using super-exponentiation
46657 - Carmichael number
49151 - Woodall number
49726 - pentagonal pyramidal number
50000 - round number
52633 - Carmichael number
53016 - pentagonal pyramidal number
53361 - sum of the cubes of the first 21 integers
54205 - Zeisel number
54901 - chiliagonal number
55860 - harmonic divisor number
56011 - Wedderburn-Etherington number
56448 - pentagonal pyramidal number
59081 - Zeisel number
60000 - round number
62745 - Carmichael number
63020 - amicable number with 76084
63360 - inches in a mile
63750 - pentagonal pyramidal number
63973 - Carmichael number
64009 - sum of the cubes of the first 22 integers
65279 - Unicode code point for byte order mark
65534 - Unicode code point guaranteed not to be a character
65536 - power of two, also 2↑↑4 using Knuth's up-arrow notation
65880 - chiliagonal number
66012 - tribonacci number
67626 - pentagonal pyramidal number
69105 - Infocom in-joke
70000 - round number
71656 - pentagonal pyramidal number
73712 - number of n-Queens Problem solutions for n = 13,
74205 - registry number of the USS Defiant on Star Trek Deep Space Nine
74656 - registry number of the USS Voyager on Star Trek Voyager
75361 - Carmichael number
76084 - amicable number with 63020
76176 - sum of the cubes of the first 23 integers
76424 - tetranacci number
77778 - Kaprekar number
77857 - chiliagonal number
78557 - conjectured to be the smallest Sierpinski number
80000 - round number
80286 - model number of the Intel 80286 chip
80386 - model number of the Intel 80386 chip
80486 - model number of the Intel 80486 chip
82656 - Kaprekar number
86400 - seconds in a day
87360 - unitary perfect number
90000 - sum of the cubes of the first 24 integers
90625 - the only five-digit automorphic number
90832 - chiliagonal number
95121 - Kaprekar number
99999 - Kaprekar number


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