106993950188944

Names of 106993950188944

• Cardinal: 106993950188944 can be written as One hundred six trillion, nine hundred ninety-three billion, nine hundred fifty million, one hundred eighty-eight thousand, nine hundred forty-four.

Scientific notation

• Scientific notation: 1.06993950188944 × 10¹⁴

Factors of 106993950188944

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 360

Divisors of 106993950188944

• Number of divisors d(n): 405
• Complete list of divisors:
  1 2 4 7 8 13 14 16 26 28 49 52 56 91 98 104 112 157 169 181 182 196 208 314 338 362 364 392 628 637 676 724 728 784 1099 1183 1256 1267 1274 1352 1448 1456 2041 2198 2353 2366 2512 2534 2548 2704 2896 4082 4396 4706 4732 5068 5096 7693 8164 8281 8792 8869 9412 9464 10136 10192 14287 15386 16328 16471 16562 17584 17738 18824 18928 20272 24649 26533 28417 28574 30589 30772 32656 32761 32942 33124 35476 37648 49298 53066 56834 57148 61178 61544 65522 65884 66248 70952 98596 100009 106132 113668 114296 115297 122356 123088 131044 131768 132496 141904 172543 185731 197192 198919 200018 212264 214123 227336 228592 229327 230594 244712 262088 263536 320437 345086 369421 371462 394384 397838 400036 424528 425893 428246 454672 458654 461188 489424 524176 640874 690172 738842 742924 795676 800072 851786 856492 917308 922376 1207801 1281748 1300117 1380344 1392433 1477684 1485848 1498861 1591352 1600144 1605289 1703572 1712984 1834616 1844752 2243059 2415602 2563496 2585947 2600234 2760688 2784866 2955368 2971696 2981251 2997722 3182704 3210578 3407144 3425968 3669232 4165681 4461469 4486118 4802473 4831204 5126992 5143477 5171894 5200468 5536609 5569732 5910736 5962502 5995444 6421156 6814288 8331362 8922938 8972236 9604946 9662408 10286954 10343788 10400936 11073218 11139464 11925004 11990888 12842312 15701413 16662724 17845876 17944472 18101629 19209892 19324816 20573908 20687576 20801872 20868757 22146436 22278928 23850008 23981776 25684624 29159767 31230283 31402826 33325448 33617311 35691752 35888944 36004339 36203258 38419784 38756263 41147816 41375152 41737514 44292872 47700016 57999097 58319534 62460566 62805652 66650896 66865201 67234622 71383504 72008678 72406516 76839568 77512526 82295632 83475028 88585744 115998194 116639068 124921132 125611304 133730402 134469244 144017356 144813032 155025052 166950056 204118369 218611981 231996388 233278136 235321177 249842264 251222608 252030373 267460804 268938488 271293841 288034712 289626064 310050104 333900112 405993679 408236738 437223962 463992776 466556272 468056407 470642354 499684528 504060746 534921608 537876976 542587682 576069424 620100208 753988261 807525889 811987358 816473476 869247613 874447924 927985552 936112814 941284708 1008121492 1069843216 1085175364 1507976522 1615051778 1623974716 1632946952 1738495226 1748895848 1872225628 1882569416 2016242984 2170350728 2841955753 3015953044 3230103556 3247949432 3265893904 3276394849 3476990452 3497791696 3744451256 3765138832 4032485968 4340701456 5277917827 5652681223 5683911506 6031906088 6084733291 6460207112 6495898864 6552789698 6953980904 7488902512 10497836557 10555835654 11305362446 11367823012 12063812176 12169466582 12920414224 13105579396 13907961808 20995673114 21111671308 22610724892 22735646024 24338933164 26211158792 36945424789 39568768561 41991346228 42223342616 42593133037 45221449784 45471292048 48677866328 52422317584 73484855899 73890849578 79137537122 83982692456 84446685232 85186266074 90442899568 97355732656 136471875241 146969711798 147781699156 158275074244 167965384912 170372532148 272943750482 293939423596 295563398312 316550148488 340745064296 514393991293 545887500964 587878847192 591126796624 633100296976 681490128592 955303126687 1028787982586 1091775001928 1175757694384 1910606253374 2057575965172 2183550003856 3821212506748 4115151930344 6687121886809 7642425013496 8230303860688 13374243773618 15284850026992 26748487547236 53496975094472 106993950188944
• Sum of all divisors σ(n): 264256106660361
• Sum of proper divisors (its aliquot sum) s(n): 157262156471417
• 106993950188944 is an abundant number, because the sum of its proper divisors (157262156471417) is greater than itself. Its abundance is 50268206282473

Bases of 106993950188944

• Binary: 11000010100111101111000011001001110010110010000₂
• Hexadecimal: 0x614F7864E590
• Base-36: 11XCCBFUZ4

Squares and roots of 106993950188944

• 106993950188944 squared (106993950188944²) is 11447705377034229813299835136
• 106993950188944 cubed (106993950188944³) is 1224835218888106777691067413393551249936384
• 106993950188944 is a perfect square number. Its square root is 10343788
• The cube root of 106993950188944 is 47473.6992259295

Scales and comparisons

• 106,993,950,188,944 seconds is equal to 3,402,076 years, 34 weeks, 2 days, 23 hours, 9 minutes, 4 seconds.
• To count from 1 to 106,993,950,188,944 would take you about eight million, five hundred five thousand, one 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 106993950188944 cubic inches would be around 3956.1 feet tall.

Recreational maths with 106993950188944

• 106993950188944 backwards is 449881059399601
• The number of decimal digits it has is: 15
• The sum of 106993950188944's digits is 76
• More coming soon!