13240045307775

Names of 13240045307775

• Cardinal: 13240045307775 can be written as Thirteen trillion, two hundred forty billion, forty-five million, three hundred seven thousand, seven hundred seventy-five.

Scientific notation

• Scientific notation: 1.3240045307775 × 10¹³

Factors of 13240045307775

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 1250

Divisors of 13240045307775

• Number of divisors d(n): 576
• Complete list of divisors:
  1 3 5 11 13 15 17 25 29 33 39 51 55 65 75 79 85 87 143 145 165 187 195 221 237 255 275 319 325 377 395 425 429 435 493 561 663 715 725 825 841 869 935 957 975 1027 1093 1105 1131 1185 1275 1343 1479 1595 1885 1975 2145 2175 2291 2431 2465 2523 2607 2805 3081 3279 3315 3575 4029 4147 4205 4345 4675 4785 5135 5423 5465 5525 5655 5925 6409 6715 6873 7293 7395 7975 9251 9425 10725 10933 11297 11455 12023 12155 12325 12441 12615 13035 14025 14209 14297 14773 15405 16269 16395 16575 17459 18581 19227 20145 20735 21025 21725 23925 25201 25675 27115 27325 27753 28275 29783 31697 32045 32799 33575 33891 34365 36069 36465 36975 38947 42627 42891 44319 46255 52377 54665 55743 56485 57275 60115 60775 62205 63075 65175 66439 70499 71045 71485 73865 75603 77025 81345 81975 86347 87295 89349 92905 95091 96135 100725 103675 116841 120263 126005 135575 138765 148915 156299 157267 158485 160225 163995 169455 171825 180345 182325 185861 192049 194735 199317 204391 211497 213135 214455 221595 231275 241553 259041 261885 273325 278715 282425 300575 311025 327613 332195 348667 352495 355225 357425 360789 369325 378015 406725 412061 428417 431735 436475 446745 464525 468897 471801 475455 480675 506311 538849 557583 576147 584205 601315 613173 630025 693825 724659 730829 744575 781495 786335 792425 819975 847275 863707 901725 919213 929305 949817 960245 973675 982839 996585 1021955 1046001 1057485 1065675 1072275 1107975 1122511 1129463 1207765 1236183 1285251 1295205 1309425 1393575 1467899 1518933 1616547 1638065 1660975 1743335 1762475 1803945 1890075 2044471 2060305 2142085 2158675 2192487 2233725 2344485 2359005 2377275 2504063 2531555 2591121 2657083 2694245 2757639 2787915 2849451 2880735 2921025 3006575 3065865 3367533 3388389 3623295 3654145 3907475 3931675 4318535 4403697 4532671 4596065 4646525 4749085 4801225 4914195 4982925 5109775 5230005 5287425 5569421 5612555 5647315 5927339 6038825 6133413 6180915 6426255 6476025 7005037 7339495 7512189 7594665 7971249 8082735 8190325 8716675 9019725 9500777 10111343 10222355 10301525 10710425 10962435 11722425 11795025 11949769 12347621 12424093 12520315 12657775 12955605 13285415 13471225 13598013 13788195 13939575 14247255 14403675 14683019 15329325 15626621 16146889 16708263 16837665 16941945 17782017 18116475 18270725 19082687 21015111 21592675 22018485 22663355 22980325 23745425 24570975 26150025 27544693 27847105 28062775 28236575 28502331 29636695 30334029 30667065 30904575 32131275 32552819 35025185 35849307 36697475 37042863 37272279 37560945 37973325 39856245 40413675 42569071 44049057 46879863 47503885 48440667 50556715 51111775 54812175 57248061 59748845 61738105 62120465 62601575 64778025 66427075 67990065 68940975 71236275 72617827 73415095 77055407 78133105 80734445 82634079 83541315 84188325 84709725 88910085 95413435 97658457 105075555 110092425 113316775 127707213 131447459 137723465 139235525 142511655 148183475 151670145 153335325 161513209 162764095 171892831 175125925 179246535 185214315 186361395 187804725 199281225 203146073 209909557 212845355 217853481 220245285 231166221 234399315 237519425 242203335 252783575 286240305 298744225 308690525 310602325 339950325 358081009 363089135 367075475 385277035 390665525 394342377 403672225 413170395 417706575 444550425 468259781 477067175 484539627 488292285 515678493 525377775 553397923 609438219 629728671 638536065 657237295 688617325 712558275 758350725 798796097 807566045 813820475 859464155 896232675 926071575 931806975 944031751 1015730365 1049547785 1064226775 1074243027 1089267405 1101226425 1155831105 1171996575 1211016675 1234503059 1404779343 1431201525 1660193769 1790405045 1815445675 1926385175 1971711885 2065851975 2234606803 2341298905 2396388291 2422698135 2441461425 2578392465 2766989615 2832095253 3047191095 3148643355 3192680325 3286186475 3703509177 3993980485 4037830225 4297320775 4720158755 5078651825 5247738925 5371215135 5446337025 5779155525 6087377153 6172515295 6703820409 7023896715 8300968845 8952025225 9858559425 10384349261 11173034015 11706494525 11981941455 12113490675 12891962325 13579533649 13834948075 14160476265 15235955475 15743216775 16048539767 18262131459 18517545885 19969902425 23600793775 26856075675 30436885765 30862576475 31153047783 33519102045 35119483575 40738600947 41504844225 48145619301 51921746305 55865170075 59909707275 67897668245 70802381325 80242698835 91310657295 92587729425 152184428825 155765238915 167595510225 176533937437 203693004735 240728096505 259608731525 339488341225 401213494175 456553286475 529601812311 778826194575 882669687185 1018465023675 1203640482525 2648009061555 4413348435925 13240045307775
• Sum of all divisors σ(n): 28584390481920
• Sum of proper divisors (its aliquot sum) s(n): 15344345174145
• 13240045307775 is an abundant number, because the sum of its proper divisors (15344345174145) is greater than itself. Its abundance is 2104299866370

Bases of 13240045307775

• Binary: 11000000101010110000001100101000011101111111₂
• Hexadecimal: 0xC0AB032877F
• Base-36: 4OYE54MF3

Squares and roots of 13240045307775

• 13240045307775 squared (13240045307775²) is 175298799751934794475450625
• 13240045307775 cubed (13240045307775³) is 2320964051114193609572449039959941109375
• The square root of 13240045307775 is 3638687.3055780707
• The cube root of 13240045307775 is 23657.1899572599

Scales and comparisons

• 13,240,045,307,775 seconds is equal to 420,992 years, 25 weeks, 2 days, 3 hours, 16 minutes, 15 seconds.
• To count from 1 to 13,240,045,307,775 would take you about one million, fifty-two thousand, four hundred eighty-one 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 13240045307775 cubic inches would be around 1971.4 feet tall.

Recreational maths with 13240045307775

• 13240045307775 backwards is 57770354004231
• The number of decimal digits it has is: 14
• The sum of 13240045307775's digits is 48
• More coming soon!