10012189785984

Names of 10012189785984

• Cardinal: 10012189785984 can be written as Ten trillion, twelve billion, one hundred eighty-nine million, seven hundred eighty-five thousand, nine hundred eighty-four.

Scientific notation

• Scientific notation: 1.0012189785984 × 10¹³

Factors of 10012189785984

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 15
• Sum of prime factors: 184

Divisors of 10012189785984

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 17 18 24 31 32 34 36 48 51 62 64 68 72 93 96 102 124 128 131 136 144 153 186 192 204 248 262 272 279 288 306 372 384 393 408 496 524 527 544 558 576 612 744 786 816 961 992 1048 1054 1088 1116 1152 1179 1224 1488 1572 1581 1632 1922 1984 2096 2108 2176 2227 2232 2358 2448 2883 2976 3144 3162 3264 3844 3968 4061 4192 4216 4454 4464 4716 4743 4896 5766 5952 6288 6324 6528 6681 7688 8122 8384 8432 8649 8908 8928 9432 9486 9792 11532 11904 12183 12576 12648 13362 15376 16244 16337 16768 16864 17161 17298 17816 17856 18864 18972 19584 20043 23064 24366 25152 25296 26724 29791 30752 32488 32674 33728 34322 34596 35632 35712 36549 37728 37944 40086 46128 48732 49011 50304 50592 51483 53448 59582 61504 64976 65348 67456 68644 69037 69192 71264 73098 75456 75888 80172 89373 92256 97464 98022 101184 102966 106896 119164 123008 125891 129952 130696 137288 138074 138384 142528 146196 147033 150912 151776 154449 160344 178746 184512 194928 196044 202368 205932 207111 213792 238328 251782 259904 261392 268119 274576 276148 276768 285056 291737 292392 294066 303552 308898 320688 357492 369024 377673 389856 392088 411864 414222 427584 476656 503564 506447 519808 522784 531991 536238 549152 552296 553536 583474 584784 588132 607104 617796 621333 641376 714984 755346 779712 784176 823728 828444 855168 875211 953312 1007128 1012894 1045568 1063982 1072476 1098304 1104592 1107072 1133019 1166948 1169568 1176264 1235592 1242666 1282752 1429968 1510692 1519341 1559424 1568352 1595973 1647456 1656888 1750422 1906624 2014256 2025788 2091136 2127964 2140147 2144952 2196608 2209184 2266038 2333896 2339136 2352528 2471184 2485332 2565504 2625633 2859936 3021384 3038682 3136704 3191946 3294912 3313776 3500844 3813248 3902621 4028512 4051576 4255928 4280294 4289904 4418368 4532076 4558023 4667792 4678272 4705056 4787919 4942368 4970664 5251266 5719872 6042768 6077364 6273408 6383892 6420441 6589824 6627552 7001688 7805242 8057024 8103152 8511856 8560588 8579808 8836736 9043847 9064152 9116046 9335584 9410112 9575838 9884736 9941328 10502532 11439744 11707863 12085536 12154728 12767784 12840882 13255104 14003376 15610484 16114048 16206304 16491721 17023712 17121176 17159616 18087694 18128304 18232092 18671168 18820224 19151676 19261323 19769472 19882656 21005064 23415726 24171072 24309456 25535568 25681764 26510208 27131541 28006752 31220968 32412608 32983442 34047424 34242352 34319232 35123589 36175388 36256608 36464184 37342336 38303352 38522646 39765312 42010128 46831452 48342144 48618912 49475163 51071136 51363528 54263082 56013504 62441936 64825216 65966884 66344557 68094848 68484704 70247178 72350776 72513216 72928368 76606704 77045292 79530624 81394623 84020256 93662904 97237824 98950326 102142272 102727056 108526164 112027008 124883872 131933768 132689114 136969408 140494356 144701552 145026432 145856736 148425489 153213408 154090584 162789246 168040512 187325808 194475648 197900652 199033671 204284544 205454112 217052328 249767744 263867536 265378228 273938816 280359257 280988712 289403104 291713472 296850978 306426816 308181168 325578492 336081024 374651616 395801304 398067342 410908224 434104656 499535488 511243351 527735072 530756456 560718514 561977424 578806208 583426944 593701956 597101013 612853632 616362336 651156984 749303232 791602608 796134684 821816448 841077771 868209312 1022486702 1055470144 1061512912 1121437028 1123954848 1157612416 1187403912 1194202026 1232724672 1302313968 1498606464 1533730053 1583205216 1592269368 1682155542 1736418624 2044973404 2110940288 2123025824 2242874056 2247909696 2374807824 2388404052 2465449344 2523233313 2604627936 3067460106 3166410432 3184538736 3364311084 3472837248 4089946808 4246051648 4485748112 4495819392 4601190159 4749615648 4776808104 5046466626 5209255872 6134920212 6332820864 6369077472 6728622168 8179893616 8492103296 8691136967 8971496224 9202380318 9499231296 9553616208 10092933252 10418511744 12269840424 12738154944 13457244336 16359787232 17382273934 17942992448 18404760636 18998462592 19107232416 20185866504 24539680848 25476309888 26073410901 26914488672 32719574464 34764547868 35885984896 36809521272 38214464832 40371733008 49079361696 52146821802 53828977344 65439148928 69529095736 73619042544 76428929664 78220232703 80743466016 98158723392 104293643604 107657954688 139058191472 147238085088 156440465406 161486932032 196317446784 208587287208 278116382944 294476170176 312880930812 322973864064 417174574416 556232765888 588952340352 625761861624 834349148832 1112465531776 1251523723248 1668698297664 2503047446496 3337396595328 5006094892992 10012189785984
• Sum of all divisors σ(n): 31765187975040
• Sum of proper divisors (its aliquot sum) s(n): 21752998189056
• 10012189785984 is an abundant number, because the sum of its proper divisors (21752998189056) is greater than itself. Its abundance is 11740808403072

Bases of 10012189785984

• Binary: 10010001101100100101000000111111111110000000₂
• Hexadecimal: 0x91B2503FF80
• Base-36: 3JRJBAHS0

Squares and roots of 10012189785984

• 10012189785984 squared (10012189785984²) is 100243944310562335722848256
• 10012189785984 cubed (10012189785984³) is 1003661395332961126531635238179547643904
• The square root of 10012189785984 is 3164204.4475640317
• The cube root of 10012189785984 is 21553.0973783289

Scales and comparisons

• 10,012,189,785,984 seconds is equal to 318,356 years, 34 weeks, 4 days, 5 hours, 26 minutes, 24 seconds.
• To count from 1 to 10,012,189,785,984 would take you about seven hundred ninety-five thousand, eight hundred ninety-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 10012189785984 cubic inches would be around 1796.1 feet tall.

Recreational maths with 10012189785984

• 10012189785984 backwards is 48958798121001
• The number of decimal digits it has is: 14
• The sum of 10012189785984's digits is 63
• More coming soon!