12472193386016

Names of 12472193386016

• Cardinal: 12472193386016 can be written as Twelve trillion, four hundred seventy-two billion, one hundred ninety-three million, three hundred eighty-six thousand and sixteen.

Scientific notation

• Scientific notation: 1.2472193386016 × 10¹³

Factors of 12472193386016

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 704

Divisors of 12472193386016

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 4 7 8 13 14 16 26 28 32 52 56 61 73 91 104 112 122 146 169 182 208 224 241 244 292 307 338 364 416 427 482 488 511 584 614 676 728 793 854 949 964 976 1022 1168 1183 1228 1352 1456 1586 1687 1708 1898 1928 1952 2044 2149 2336 2366 2456 2704 2912 3133 3172 3374 3416 3796 3856 3991 4088 4298 4453 4732 4912 5408 5551 6266 6344 6643 6748 6832 7592 7712 7982 8176 8596 8906 9464 9824 10309 11102 12337 12532 12688 13286 13496 13664 14701 15184 15964 16352 17192 17593 17812 18727 18928 20618 21931 22204 22411 24674 25064 25376 26572 26992 27937 29402 30368 31171 31928 34384 35186 35624 37454 37856 40729 41236 43862 44408 44822 49348 50128 51883 53144 53984 55874 57889 58804 62342 63856 68768 70372 71248 72163 73987 74908 81458 82472 86359 87724 88816 89644 98696 100256 102907 103766 106288 111748 115778 117608 123151 124684 127712 131089 140744 142496 144326 147974 149816 156877 162916 164944 172718 175448 177632 179288 191113 197392 205814 207532 212576 223496 228709 231556 235216 243451 246302 249368 262178 281488 285103 288652 291343 295948 299632 313754 325832 329888 345436 350896 358576 363181 382226 394784 405223 411628 415064 446992 457418 463112 470432 486902 492604 498736 517909 524356 562976 570206 577304 582686 591896 599264 627508 651664 690872 701792 717152 726362 752557 764452 810446 823256 830128 893984 914836 926224 961831 973804 985208 997472 1035818 1048712 1073173 1140412 1154608 1165372 1183792 1255016 1303328 1337791 1367071 1381744 1452724 1505114 1528904 1600963 1620892 1646512 1660256 1704157 1829672 1852448 1923662 1947608 1970416 2039401 2071636 2097424 2146346 2280824 2309216 2330744 2367584 2484469 2510032 2675582 2734142 2763488 2905448 2973217 3010228 3057808 3164863 3201926 3241784 3293024 3408314 3659344 3787459 3847324 3895216 3940832 4078802 4143272 4194848 4292692 4513207 4561648 4661488 4968938 5020064 5267899 5351164 5401051 5468284 5810896 5946434 6020456 6115616 6329726 6403852 6483568 6732817 6816628 7318688 7512211 7574918 7694648 7790432 8157604 8286544 8585384 9026414 9123296 9322976 9569497 9937876 10535798 10702328 10802102 10936568 11621792 11892868 12040912 12503803 12659452 12807704 12967136 13465634 13633256 13951249 15024422 15149836 15389296 16315208 16573088 17170768 17391283 17771923 18052828 19138994 19875752 20812519 21071596 21404656 21604204 21873136 22154041 23785736 24081824 25007606 25318904 25615408 26512213 26931268 27266512 27902498 30048844 30299672 30778592 31592449 32630416 34341536 34782566 35543846 36105656 37807357 38277988 39751504 41625038 42143192 42809312 43208408 43746272 44308082 47571472 50015212 50637808 51230816 53024426 53862536 54533024 55804996 58671691 60097688 60599344 63184898 65260832 69565132 70213663 71087692 72211312 75614714 76555976 79503008 83250076 84286384 86416816 87526621 88616164 95142944 97658743 100030424 101275616 106048852 107725072 111609992 117343382 120195376 121198688 124403461 126369796 139130264 140427326 142175384 144422624 151229428 153111952 166500152 168572768 172833632 175053242 177232328 181366237 195317486 200060848 212097704 215450144 223219984 231034999 234686764 240390752 248806922 252739592 278260528 280854652 284350768 302458856 306223904 329464111 333000304 350106484 354464656 362732474 390634972 400121696 410701837 424195408 446439968 462069998 469373528 491495641 497613844 505479184 556521056 561709304 568701536 604917712 658928222 666000608 700212968 708929312 725464948 762731983 781269944 821403674 848390816 912777619 924139996 938747056 982991282 995227688 1010958368 1123418608 1209835424 1269563659 1317856444 1400425936 1450929896 1525463966 1562539888 1617244993 1642807348 1825555238 1848279992 1877494112 1965982564 1990455376 2246837216 2306248777 2539127318 2635712888 2800851872 2901859792 3050927932 3125079776 3234489986 3285614696 3651110476 3696559984 3931965128 3980910752 4283033443 4612497554 5078254636 5271425776 5339123881 5803719584 6101855864 6389443333 6468979972 6571229392 7302220952 7393119968 7863930256 8566066886 9224995108 10156509272 10542851552 10678247762 12203711728 12778886666 12937959944 13142458784 14604441904 15727860512 17132133772 18449990216 20313018544 21356495524 24407423456 25557773332 25875919888 29208883808 29981234101 34264267544 36899980432 40626037088 42712991048 51115546664 51751839776 55679434759 59962468202 68528535088 73799960864 85425982096 102231093328 111358869518 119924936404 137057070176 170851964192 204462186656 222717739036 239849872808 389756043313 445435478072 479699745616 779512086626 890870956144 959399491232 1559024173252 1781741912288 3118048346504 6236096693008 12472193386016
• Sum of all divisors σ(n): 31540684766976
• Sum of proper divisors (its aliquot sum) s(n): 19068491380960
• 12472193386016 is an abundant number, because the sum of its proper divisors (19068491380960) is greater than itself. Its abundance is 6596297994944

Bases of 12472193386016

• Binary: 10110101011111101000101010000000011000100000₂
• Hexadecimal: 0xB57E8A80620
• Base-36: 4F5N9X3Q8

Squares and roots of 12472193386016

• 12472193386016 squared (12472193386016²) is 155555607858181255184352256
• 12472193386016 cubed (12472193386016³) is 1940119623486506766625187318060328452096
• The square root of 12472193386016 is 3531599.2674730241
• The cube root of 12472193386016 is 23190.7224758297

Scales and comparisons

• 12,472,193,386,016 seconds is equal to 396,577 years, 8 weeks, 6 days, 2 hours, 46 minutes, 56 seconds.
• To count from 1 to 12,472,193,386,016 would take you about nine hundred ninety-one thousand, four hundred forty-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 12472193386016 cubic inches would be around 1932.6 feet tall.

Recreational maths with 12472193386016

• 12472193386016 backwards is 61068339127421
• The number of decimal digits it has is: 14
• The sum of 12472193386016's digits is 53
• More coming soon!