13223982154383

Names of 13223982154383

• Cardinal: 13223982154383 can be written as Thirteen trillion, two hundred twenty-three billion, nine hundred eighty-two million, one hundred fifty-four thousand, three hundred eighty-three.

Scientific notation

• Scientific notation: 1.3223982154383 × 10¹³

Factors of 13223982154383

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 7060

Divisors of 13223982154383

• Number of divisors d(n): 640
• Complete list of divisors:
  1 3 7 9 11 13 17 19 21 27 33 39 51 57 63 73 77 81 91 99 117 119 133 143 153 171 187 189 209 219 221 231 247 273 297 323 351 357 399 429 459 511 513 561 567 627 657 663 693 741 803 819 891 949 969 1001 1053 1071 1197 1241 1287 1309 1377 1387 1463 1533 1539 1547 1683 1729 1881 1971 1989 2079 2223 2261 2409 2431 2457 2717 2847 2907 3003 3213 3553 3591 3723 3861 3927 4161 4199 4389 4599 4641 5049 5187 5621 5643 5913 5967 6237 6643 6669 6783 6917 7227 7293 7371 8151 8541 8687 8721 9009 9639 9709 10439 10659 10773 11169 11583 11781 12483 12597 13167 13651 13797 13923 15147 15257 15561 16133 16863 16929 17017 17901 18031 19019 19929 20007 20349 20751 21681 21879 23579 24453 24871 25623 26061 26163 27027 29127 29393 31317 31977 33507 35343 37449 37791 39501 40953 41391 41769 45771 46189 46683 48399 48419 50589 51051 54093 57057 59787 61047 62253 65043 65637 70737 73073 73359 74613 76087 76869 78183 81081 87381 88179 89921 93951 95557 95931 100521 106029 106799 112347 112931 113373 117589 118503 122859 125307 126217 131423 137313 138567 140049 145197 145257 151767 153153 162279 165053 171171 177463 179361 183141 186759 196911 198341 212211 219219 220077 223839 228261 234549 259369 262143 264537 269763 281853 286671 287793 306527 320397 323323 338793 340119 352767 368577 378651 394269 411939 415701 435591 435771 455301 459459 486837 495159 504941 513513 532389 532609 538083 560277 595023 629447 636633 657657 671517 684783 703647 778107 786429 793611 809289 823123 845559 860013 919581 919961 961191 969969 989131 1016379 1058301 1105731 1135953 1182807 1235817 1242241 1247103 1293479 1306773 1307313 1378377 1388387 1445653 1460511 1485477 1514823 1528657 1540539 1597167 1597827 1708499 1785069 1815583 1888341 1909899 1972971 2014551 2054349 2145689 2234191 2334321 2380833 2427867 2469369 2580039 2758743 2759883 2883573 2909907 2967393 3049137 3174903 3371797 3407859 3534587 3548421 3726723 3741309 3880437 3921939 4165161 4336959 4456431 4544469 4585971 4791501 4793481 5125497 5355207 5446749 5554351 5665023 5918913 6163047 6437067 6564233 6702573 6923917 7002963 7283601 7408107 7740117 8276229 8279649 8583997 8650719 8729721 8902179 9054353 9147411 9524709 9593879 10115391 10119571 10223577 10603761 10645263 10700599 11180169 11641311 11959493 12495483 13010877 13369293 13633407 13757913 14374503 14380443 15376491 15639337 16065621 16340247 16663053 16815227 16995069 18793489 19311201 19692699 20107719 20771751 21008889 22224321 23602579 24576101 24828687 24838947 25751991 26189163 26706537 27163059 28781637 29044483 30346173 30358713 31811283 32101797 33540507 34923933 35878479 37486449 38880457 39032631 40900221 41273739 43141329 45949631 46129473 46918011 49020741 49989159 50445681 50985207 56380467 57933603 59078097 60087979 60323157 62315253 66672963 67157153 70807737 72206563 73728303 74516841 77255973 80119611 81489177 86344911 87133449 91038519 91076139 94423967 95433849 96305391 100621521 104771799 105532669 107635437 111591961 112459347 116641371 117097893 117706589 123821217 124720427 131554423 137848893 138388419 140754033 147062223 149967477 151337043 163095943 169141401 172032707 173800809 177234291 180263937 180969471 186945759 201471459 203311381 212423211 216619689 221184909 231767919 244467531 259034733 261400347 273115557 273228417 283271901 286301547 288916173 316598007 319489313 322906311 334775883 349924113 353119767 374161281 394663269 413546679 422262099 449902431 454011129 489287829 505445941 507424203 516098121 531702873 540791811 560837277 604414377 609934143 637269633 649859067 660967769 663554727 695303757 733402593 738728683 777104199 781143727 784201041 819685251 849815703 866748519 873042989 949794021 958467939 968718933 1004327649 1049772339 1059359301 1122483843 1141671601 1183989807 1227511571 1240640037 1266786297 1362033387 1371924697 1467863487 1516337823 1522272609 1548294363 1622375433 1794055373 1813243131 1829802429 1911808899 1949577201 1982903307 1990664181 2120247259 2216186049 2236425191 2343431181 2352603123 2549447109 2619128967 2849382063 2875403817 3012982947 3149317017 3178077903 3367451529 3425014803 3551969421 3682534713 3721920111 4115774091 4403590461 4549013469 4644883089 4867126299 5382166119 5439729393 5489407287 5848731603 5948709921 6360741777 6648558147 6709275573 7030293543 7648341327 7857386901 8548146189 8592580997 8626211451 9038948841 9534233709 9603472879 10102354587 10275044409 10655908263 11047604139 12347322273 12558387611 13210771383 13647040407 13934649267 14841730813 16146498357 16468221861 17846129763 19082225331 19945674441 20127826719 21090880629 23322719849 23572160703 25777742991 25878634353 28810418637 30825133227 33142812417 37041966819 37675162833 40941121221 44525192439 48439495071 53538389289 57246675993 59837023323 60383480157 63272641887 69968159547 70716482109 77333228973 86431255911 92475399681 99428437251 111125900457 113025488499 133575577317 145318485213 163259038943 171740027979 181150440471 209904478641 231999686919 259293767733 339076465497 400726731951 489777116829 629713435923 695999060757 777881303199 1017229396491 1202180195853 1469331350487 1889140307769 4407994051461 13223982154383
• Sum of all divisors σ(n): 29970874644480
• Sum of proper divisors (its aliquot sum) s(n): 16746892490097
• 13223982154383 is an abundant number, because the sum of its proper divisors (16746892490097) is greater than itself. Its abundance is 3522910335714

Bases of 13223982154383

• Binary: 11000000011011110010110000100100001010001111₂
• Hexadecimal: 0xC06F2C2428F
• Base-36: 4OR0HJHXR

Squares and roots of 13223982154383

• 13223982154383 squared (13223982154383²) is 174873704019440050046110689
• 13223982154383 cubed (13223982154383³) is 2312526741223929919522080167612304499887
• The square root of 13223982154383 is 3636479.3625680045
• The cube root of 13223982154383 is 23647.6189211909

Scales and comparisons

• 13,223,982,154,383 seconds is equal to 420,481 years, 37 weeks, 6 days, 13 minutes, 3 seconds.
• To count from 1 to 13,223,982,154,383 would take you about one million, fifty-one thousand, two hundred 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 13223982154383 cubic inches would be around 1970.6 feet tall.

Recreational maths with 13223982154383

• 13223982154383 backwards is 38345128932231
• The number of decimal digits it has is: 14
• The sum of 13223982154383's digits is 54
• More coming soon!