104104472472

Names of 104104472472

• Cardinal: 104104472472 can be written as One hundred four billion, one hundred four million, four hundred seventy-two thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 1.04104472472 × 10¹¹

Factors of 104104472472

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 577

Divisors of 104104472472

• Number of divisors d(n): 768
• Complete list of divisors:
  1 2 3 4 6 7 8 9 11 12 13 14 18 21 22 24 26 28 33 36 39 42 44 47 52 56 63 66 72 73 77 78 84 88 91 94 99 104 117 126 132 141 143 146 154 156 168 182 188 198 219 231 234 252 264 273 282 286 292 308 312 329 364 376 396 421 423 429 438 462 468 504 511 517 546 564 572 584 611 616 657 658 693 728 792 803 819 842 846 858 876 924 936 949 987 1001 1022 1034 1092 1128 1144 1222 1263 1287 1314 1316 1386 1533 1551 1606 1638 1684 1692 1716 1752 1833 1848 1898 1974 2002 2044 2068 2184 2409 2444 2526 2574 2628 2632 2772 2847 2947 2961 3003 3066 3102 3212 3276 3368 3384 3431 3432 3619 3666 3789 3796 3948 4004 4088 4136 4277 4599 4631 4653 4818 4888 5052 5148 5256 5473 5499 5544 5621 5694 5894 5922 6006 6132 6204 6424 6552 6643 6721 6862 7227 7238 7332 7578 7592 7896 8008 8541 8554 8841 9009 9198 9262 9306 9636 10104 10293 10296 10439 10857 10946 10998 11242 11388 11788 11844 12012 12264 12408 12831 13286 13442 13724 13893 14454 14476 14664 15156 16419 16863 17082 17108 17682 18018 18396 18524 18612 19272 19787 19929 20163 20586 20878 21714 21892 21996 22484 22776 23576 23688 24017 24024 25662 26523 26572 26884 27448 27786 28908 28952 30312 30733 30879 31317 32417 32571 32838 33726 34164 34216 35364 36036 36792 37048 37224 37741 38311 38493 39574 39858 40326 41172 41679 41756 43428 43784 43992 44603 44968 47047 48034 49257 50589 51324 53046 53144 53768 55572 57816 59361 59787 60203 60489 61466 61758 62634 64834 65142 65676 67452 68328 70728 72051 72072 73073 75482 76622 76986 79148 79716 80652 82344 83358 83512 86856 89206 92199 93951 94094 96068 97251 98514 101178 102648 106092 111144 113223 114933 118722 119574 120406 120978 122932 123516 125268 129668 130284 131352 133809 134904 138509 141141 144102 146146 150964 153244 153972 158296 159432 161304 166716 178083 178412 180609 184398 187902 188188 192136 194502 197028 202356 212184 215131 216153 217657 219219 226446 229866 237444 239148 240812 241956 245864 247032 250536 257231 259336 260568 264187 267618 276597 277018 282282 288204 291753 292292 301928 306488 307944 312221 333432 338063 339669 344799 356166 356824 361218 368796 375804 376376 389004 394056 399529 401427 404712 415527 421421 423423 430262 432306 435314 438438 452892 459732 474888 478296 481624 483912 490633 514462 528374 535236 541827 553194 554036 564564 576408 583506 584584 624442 645393 652971 657657 676126 679338 689598 712332 722436 737592 751608 771693 778008 792561 799058 802854 831054 842842 846846 860524 864612 870628 876876 905784 919464 936663 981266 1014189 1028924 1056748 1070472 1083654 1106388 1108072 1129128 1167012 1198587 1246581 1248884 1264263 1290786 1305942 1315314 1352252 1358676 1379196 1424664 1444451 1444872 1471899 1523599 1543386 1585122 1598116 1605708 1662108 1685684 1693692 1721048 1729224 1741256 1753752 1800617 1873326 1936179 1958913 1962532 2028378 2057848 2113496 2167308 2212776 2315079 2334024 2366441 2377683 2397174 2493162 2497768 2528526 2581572 2611884 2630628 2704504 2717352 2758392 2796703 2809989 2829541 2888902 2943798 3042567 3047198 3086772 3170244 3196232 3211416 3324216 3371368 3387384 3434431 3595761 3601234 3746652 3792789 3872358 3917826 3925064 4056756 4333353 4334616 4394819 4415697 4570797 4630158 4732882 4755366 4794348 4986324 5057052 5163144 5223768 5261256 5401851 5593406 5619978 5659082 5777804 5887596 6085134 6094396 6173544 6340488 6868862 7099323 7191522 7202468 7493304 7585578 7744716 7835652 8113512 8390109 8488623 8666706 8789638 8831394 9141594 9260316 9465764 9510732 9588696 9972648 10111157 10114104 10303293 10803702 11186812 11239956 11318164 11555608 11775192 12170268 12188792 13000059 13184457 13712391 13737724 14198646 14383044 14404936 15171156 15489432 15671304 15888961 16205553 16780218 16977246 17333412 17579276 17662788 18283188 18520632 18777863 18931528 19021464 19806787 20222314 20606586 21297969 21607404 22373624 22479912 22636328 24340536 25170327 25465869 26000118 26368914 27424782 27475448 28397292 28766088 30333471 30342312 30763733 30909879 31777922 32411106 33560436 33954492 34666824 35158552 35325576 36566376 37555726 39553371 39613574 40444628 41213172 42595938 43214808 47666883 50340654 50931738 52000236 52737828 54849564 56333589 56794584 59420361 60666942 61527466 61819758 63555844 64822212 67120872 67908984 75111452 79106742 79227148 80889256 82426344 85191876 91000413 92291199 95333766 100681308 101863476 104000472 105475656 109699128 111222727 112667178 118840722 121333884 123054932 123639516 127111688 129644424 131445041 143000649 150222904 158213484 158454296 169000767 170383752 178261083 182000826 184582398 190667532 201362616 203726952 206556493 222445454 225334356 237681444 242667768 246109864 247279032 262890082 276873597 286001298 316426968 333668181 338001534 356522166 364001652 369164796 381335064 394335123 413112986 444890908 450668712 475362888 525780164 553747194 572002596 619669479 667336362 676003068 713044332 728003304 738329592 788670246 826225972 889781816 1001004543 1051560328 1107494388 1144005192 1183005369 1239338958 1334672724 1352006136 1426088664 1445895451 1577340492 1652451944 1859008437 2002009086 2214988776 2366010738 2478677916 2669345448 2891790902 3154680984 3718016874 4004018172 4337686353 4732021476 4957355832 5783581804 7436033748 8008036344 8675372706 9464042952 11567163608 13013059059 14872067496 17350745412 26026118118 34701490824 52052236236 104104472472
• Sum of all divisors σ(n): 392843243520
• Sum of proper divisors (its aliquot sum) s(n): 288738771048
• 104104472472 is an abundant number, because the sum of its proper divisors (288738771048) is greater than itself. Its abundance is 184634298576

Bases of 104104472472

• Binary: 1100000111101000111000010111110011000₂
• Hexadecimal: 0x183D1C2F98
• Base-36: 1BTP4520

Squares and roots of 104104472472

• 104104472472 squared (104104472472²) is 10837741188673405790784
• 104104472472 cubed (104104472472³) is 1128257329234911131345158319298048
• The square root of 104104472472 is 322652.2469656763
• The cube root of 104104472472 is 4704.2435263259

Scales and comparisons

• 104,104,472,472 seconds is equal to 3,310 years, 10 weeks, 2 days, 21 hours, 1 minute, 12 seconds.
• To count from 1 to 104,104,472,472 would take you about six thousand, six hundred twenty 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 104104472472 cubic inches would be around 392 feet tall.

Recreational maths with 104104472472

• 104104472472 backwards is 274274401401
• 104104472472 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 104104472472's digits is 36
• More coming soon!