12077684803712

Names of 12077684803712

• Cardinal: 12077684803712 can be written as Twelve trillion, seventy-seven billion, six hundred eighty-four million, eight hundred three thousand, seven hundred twelve.

Scientific notation

• Scientific notation: 1.2077684803712 × 10¹³

Factors of 12077684803712

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 327

Divisors of 12077684803712

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 4 8 11 16 19 22 32 38 43 44 64 71 76 86 88 128 142 152 172 176 181 209 284 304 344 352 361 362 418 473 568 608 688 704 722 724 781 817 836 946 1136 1216 1349 1376 1408 1444 1448 1562 1634 1672 1849 1892 1991 2272 2432 2698 2752 2888 2896 3053 3124 3268 3344 3439 3698 3784 3971 3982 4544 5396 5504 5776 5792 6106 6248 6536 6688 6878 7396 7568 7783 7942 7964 8987 9088 10792 11552 11584 12212 12496 12851 13072 13376 13756 14792 14839 15136 15523 15566 15884 15928 17974 20339 21584 23104 23168 24424 24992 25631 25702 26144 26752 27512 29584 29678 30272 31046 31132 31768 31856 33583 35131 35948 37829 40678 43168 46208 48848 49984 51262 51404 52288 55024 58007 59168 59356 60544 62092 62264 63536 63712 65341 67166 70262 71896 75658 81356 85613 86336 97696 99968 102524 102808 104576 110048 116014 118336 118712 124184 124528 127072 127424 130682 131279 134332 140524 141361 143792 147877 151316 162712 170753 171226 172672 195392 205048 205616 220096 232028 236672 237424 244169 248368 249056 254144 254848 261364 262558 268664 281048 281941 282722 287584 295754 302632 325424 334669 341506 342452 386441 390784 410096 411232 440192 464056 474848 488338 496736 498112 508288 522728 525116 537328 552593 562096 563882 565444 575168 591508 605264 638077 650848 667489 669338 683012 684904 718751 772882 820192 822464 928112 949696 976676 993472 996224 1045456 1050232 1074656 1102133 1105186 1124192 1127764 1130888 1150336 1183016 1210528 1276154 1301696 1334978 1338676 1366024 1369808 1437502 1444069 1545764 1626647 1640384 1644928 1856224 1899392 1953352 1986944 2090912 2100464 2149312 2204266 2210372 2248384 2255528 2261776 2366032 2421056 2494301 2552308 2603392 2669956 2677352 2685859 2732048 2739616 2809663 2875004 2888138 3091528 3253294 3280768 3681359 3712448 3906704 4181824 4200928 4298624 4408532 4420744 4496768 4511056 4523552 4639211 4732064 4842112 4988602 5104616 5339912 5354704 5371718 5464096 5479232 5619326 5750008 5776276 6078523 6183056 6358711 6506588 7342379 7362718 7424896 7813408 8363648 8401856 8817064 8841488 9022112 9047104 9278422 9464128 9977204 10209232 10499267 10679824 10709408 10743436 10928192 10958464 11238652 11500016 11552552 12123463 12157046 12366112 12717422 13013176 14684758 14725436 15626816 16803712 17634128 17682976 18044224 18094208 18556844 18928256 19954408 20418464 20998534 21359648 21418816 21486872 21856384 22477304 23000032 23105104 23761499 24246926 24314092 24732224 25434844 26026352 27437311 29369516 29450872 30906293 31253632 35268256 35365952 36088448 37113688 39908816 40836928 41997068 42719296 42837632 42973744 44954608 46000064 46210208 47391719 47522998 48493852 48628184 49464448 50869688 51031321 52052704 54874622 58739032 58901744 61812586 69945821 70536512 70731904 74227376 79817632 81673856 83994136 85438592 85947488 89909216 92000128 92420416 94783438 95045996 96987704 97256368 101739376 102062642 104105408 109749244 115491937 117478064 117803488 120815509 123625172 139891642 141073024 148454752 159635264 167988272 171894976 179818432 184840832 189566876 190091992 193975408 194512736 199486073 203478752 204125284 208210816 219498488 230983874 234956128 235606976 241631018 247250344 261376489 279783284 296909504 319270528 335976544 343789952 359636864 379133752 380183984 387950816 389025472 398972146 406957504 408250568 438996976 451468481 461967748 469912256 471213952 483262036 494500688 521308909 522752978 559566568 593819008 671953088 758267504 760367968 775901632 778050944 797944292 813915008 816501136 877993952 902936962 923935496 939824512 966524072 989001376 1042617818 1045505956 1119133136 1328970599 1343906176 1516535008 1520735936 1551803264 1595888584 1633002272 1755987904 1805873924 1847870992 1933048144 1978002752 2085235636 2091011912 2194346803 2238266272 2657941198 3033070016 3041471872 3191777168 3266004544 3511975808 3611747848 3695741984 3866096288 3956005504 4170471272 4182023824 4388693606 4476532544 4966153291 5315882396 6066140032 6383554336 6532009088 7223495696 7391483968 7732192576 8340942544 8364047648 8577901139 8777387212 8953065088 9932306582 10631764792 12767108672 14446991392 14782967936 15464385152 16681885088 16728095296 17155802278 17554774424 19864613164 21263529584 25534217344 28893982784 33363770176 33456190592 34311604556 35109548848 39729226328 42527059168 57787965568 66727540352 68623209112 70219097696 79458452656 85054118336 94356912529 137246418224 140438195392 158916905312 170108236672 188713825058 274492836448 280876390784 317833810624 377427650116 548985672896 635667621248 754855300232 1097971345792 1509710600464 3019421200928 6038842401856 12077684803712
• Sum of all divisors σ(n): 28920173929920
• Sum of proper divisors (its aliquot sum) s(n): 16842489126208
• 12077684803712 is an abundant number, because the sum of its proper divisors (16842489126208) is greater than itself. Its abundance is 4764804322496

Bases of 12077684803712

• Binary: 10101111110000001110000111001100100010000000₂
• Hexadecimal: 0xAFC0E1CC880
• Base-36: 4A4ETP1FK

Squares and roots of 12077684803712

• 12077684803712 squared (12077684803712²) is 145870470217815771968978944
• 12077684803712 cubed (12077684803712³) is 1761777561460037423758535209017701040128
• The square root of 12077684803712 is 3475296.3619973477
• The cube root of 12077684803712 is 22943.5824577755

Scales and comparisons

• 12,077,684,803,712 seconds is equal to 384,033 years, 6 days, 13 hours, 28 minutes, 32 seconds.
• To count from 1 to 12,077,684,803,712 would take you about nine hundred sixty thousand and eighty-two 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 12077684803712 cubic inches would be around 1912 feet tall.

Recreational maths with 12077684803712

• 12077684803712 backwards is 21730848677021
• The number of decimal digits it has is: 14
• The sum of 12077684803712's digits is 56
• More coming soon!