13629427475895

Names of 13629427475895

• Cardinal: 13629427475895 can be written as Thirteen trillion, six hundred twenty-nine billion, four hundred twenty-seven million, four hundred seventy-five thousand, eight hundred ninety-five.

Scientific notation

• Scientific notation: 1.3629427475895 × 10¹³

Factors of 13629427475895

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 1462

Divisors of 13629427475895

• Number of divisors d(n): 576
• Complete list of divisors:
  1 3 5 7 9 11 15 19 21 33 35 45 55 57 63 67 77 95 99 105 121 133 165 171 201 209 231 257 285 315 335 363 385 399 469 495 603 605 627 665 693 737 771 847 855 1005 1045 1089 1093 1155 1197 1273 1285 1407 1463 1799 1815 1881 1995 2211 2299 2313 2345 2541 2827 3015 3135 3279 3465 3685 3819 3855 4221 4235 4389 4883 5159 5397 5445 5465 5985 6365 6633 6897 7035 7315 7623 7651 8107 8481 8911 8995 9405 9837 11055 11457 11495 11565 12023 12705 13167 14003 14135 14649 15477 16093 16191 16395 17219 19095 19789 20691 20767 21105 21945 22953 24321 24415 25443 25795 26733 26985 31097 33165 34181 34485 36069 38115 38255 40535 42009 42405 43947 44555 46431 48279 49185 51657 53713 56749 57285 59367 60115 62301 65835 68859 70015 72963 73231 73245 77385 80199 80465 80955 84161 86095 93291 98021 98945 102543 103455 103835 108207 114765 120533 121605 126027 127215 132253 133665 144837 145369 154033 154971 155485 161139 170247 170905 178101 180345 186903 189409 210045 217679 219693 219735 228437 232155 241395 252483 258285 268565 279873 280901 283745 294063 296835 307629 311505 327161 344295 361599 364815 366155 375991 396759 400995 420805 436107 462099 466455 483417 490105 510741 512617 512715 541035 568227 590843 602665 630135 653037 659079 661265 685311 724185 726845 757449 770165 774855 805541 805695 842703 851235 882189 890505 925771 934515 947045 981483 1078231 1084797 1088395 1098465 1127973 1142185 1190277 1262415 1308321 1325863 1386297 1391389 1399365 1404505 1470315 1537851 1538145 1599059 1635805 1704681 1772529 1807995 1879955 1959111 1966307 1983795 2055933 2083499 2180535 2290127 2310495 2416623 2417085 2512807 2528109 2553705 2563085 2777313 2841135 2944449 2954215 3089911 3234693 3265185 3295395 3383919 3426555 3598771 3787245 3977589 4027705 4135901 4174167 4213515 4410945 4613553 4628855 4797177 4907415 5317587 5337119 5391155 5423985 5638787 5639865 5898921 5951385 6250497 6541605 6629315 6870381 6931485 6956945 7249869 7538421 7689255 7995295 8331939 8523405 8860951 8862645 9269733 9704079 9739723 9795555 9831535 10279665 10417495 10796313 11450635 11932767 12083115 12407703 12522501 12564035 12640545 13886565 14391531 14584493 14722245 15305279 15449555 16011357 16173465 16916361 16919595 17589649 17696763 17993855 18751491 18820367 19887945 20611143 20679505 20870835 21629377 22615263 23067765 23985885 25191397 26582853 26587935 26685595 27809199 28193935 29219169 29494605 31252485 32388939 33989021 34351905 36249345 37223109 37359833 37692105 39586481 41659695 43753479 44304755 45915837 46348665 48034071 48520395 48698615 50749083 52768947 53981565 56461101 58708309 59663835 62026657 62038515 62612505 64888131 71957655 72922465 75574191 76526395 79748559 80056785 84581805 87657507 87948245 88483815 93757455 94101835 101967063 103055715 107136953 108146885 112079499 113076315 118759443 125956985 131260437 131742569 132914265 137747511 139045995 146095845 158306841 161944695 168358069 169383303 169945105 176124927 186079971 186115545 186799165 194664393 197932405 207024037 218767395 226722573 229579185 237923147 240170355 253745415 263844735 277105367 282305505 293541545 305901189 310133285 321410859 324440655 336238497 356278329 357586973 377870955 395227707 398742795 410958163 438287535 505074207 509835315 528374781 535684765 558239913 560397495 593797215 621072111 645791399 656302185 658712845 688737555 713769441 791534205 831316101 841790345 846916515 880624635 930399855 964232577 973321965 1035120185 1072760919 1133612865 1178506483 1185683121 1189615735 1232874489 1385526835 1449168259 1515222621 1529505945 1607054295 1681192485 1781391645 1787934865 1863216333 1937374197 1976138535 2054790815 2141308323 2277264407 2493948303 2503108811 2525371035 2641873905 2791199565 3105360555 3218282757 3228956995 3535519449 3568847205 3698623467 3933456703 4156580505 4347504777 4520539793 4821162885 5363804595 5812122591 5892532415 5928415605 6164372445 6831793221 7245841295 7509326433 7576113105 9316081665 9686870985 10606558347 10706541615 11386322035 11800370109 12469741515 12515544055 13042514331 13561619379 15940850849 16091413785 17677597245 18493117335 19667283515 20495379663 21737523885 22527979299 22602698965 27534196921 29060612955 34158966105 35401110327 37546632165 40684858137 43268023733 47822552547 53032791735 59001850545 65212571655 67808096895 79704254245 82602590763 102476898315 112639896495 129804071199 137670984605 143467657641 177005551635 203424290685 216340118665 239112762735 247807772289 302876166131 389412213597 413012953815 649020355995 717338288205 908628498393 1239038861445 1514380830655 1947061067985 2725885495179 4543142491965 13629427475895
• Sum of all divisors σ(n): 31857534858240
• Sum of proper divisors (its aliquot sum) s(n): 18228107382345
• 13629427475895 is an abundant number, because the sum of its proper divisors (18228107382345) is greater than itself. Its abundance is 4598679906450

Bases of 13629427475895

• Binary: 11000110010101011001001011101110010110110111₂
• Hexadecimal: 0xC65592EE5B7
• Base-36: 4TX9T7U7R

Squares and roots of 13629427475895

• 13629427475895 squared (13629427475895²) is 185761293320681550806051025
• 13629427475895 cubed (13629427475895³) is 2531820075142687471803610224358327542375
• The square root of 13629427475895 is 3691805.4493560465
• The cube root of 13629427475895 is 23886.8677094757

Scales and comparisons

• 13,629,427,475,895 seconds is equal to 433,373 years, 33 weeks, 4 hours, 38 minutes, 15 seconds.
• To count from 1 to 13,629,427,475,895 would take you about one million, eighty-three thousand, four hundred thirty-four years!

  This is a very rough estimate, based on a speaking rate of half a second every third order of magnitude. If you speak quickly, you could probably say any randomly-chosen number between one and a thousand in around half a second. Very big numbers obviously take longer to say, so we add half a second for every extra x1000. (We do not count involuntary pauses, bathroom breaks or the necessity of sleep in our calculation!)

• A cube with a volume of 13629427475895 cubic inches would be around 1990.6 feet tall.

Recreational maths with 13629427475895

• 13629427475895 backwards is 59857472492631
• The number of decimal digits it has is: 14
• The sum of 13629427475895's digits is 72
• More coming soon!