126838447014800

Names of 126838447014800

• Cardinal: 126838447014800 can be written as One hundred twenty-six trillion, eight hundred thirty-eight billion, four hundred forty-seven million, fourteen thousand, eight hundred.

Scientific notation

• Scientific notation: 1.268384470148 × 10¹⁴

Factors of 126838447014800

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 569

Divisors of 126838447014800

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 4 5 8 10 16 20 23 25 40 46 50 80 92 100 109 115 137 184 200 218 230 274 293 368 400 436 460 529 545 548 575 586 685 872 920 1058 1090 1096 1150 1172 1370 1465 1744 1840 2116 2180 2192 2300 2344 2507 2645 2725 2740 2930 3151 3425 4232 4360 4600 4688 5014 5290 5450 5480 5860 6302 6739 6850 7325 8464 8720 9200 10028 10580 10900 10960 11720 12535 12604 13225 13478 13700 14650 14933 15755 18769 20056 21160 21800 23440 25070 25208 26450 26956 27400 29300 29866 31510 31937 33695 37538 40112 40141 42320 43600 50140 50416 52900 53912 54800 57661 58600 59732 62675 63020 63874 67390 72473 74665 75076 78775 80282 93845 100280 105800 107824 115322 117200 119464 125350 126040 127748 134780 144946 149330 150152 154997 157550 159685 160564 168475 187690 200560 200705 211600 230644 238928 250700 252080 255496 269560 288305 289892 298660 300304 309994 315100 319370 321128 336950 343459 362365 373325 375380 401410 431687 461288 469225 501400 510992 539120 576610 579784 597320 619988 630200 638740 642256 673900 686918 724730 734551 746650 750760 774985 798425 802820 863374 922576 923243 938450 1002800 1003525 1153220 1159568 1194640 1239976 1260400 1277480 1347800 1373836 1441525 1449460 1469102 1493300 1501520 1549970 1596850 1605640 1717295 1726748 1811825 1846486 1876900 2007050 2045821 2158435 2306440 2479952 2554960 2695600 2747672 2883050 2898920 2938204 2986600 3099940 3193700 3211280 3434590 3453496 3623650 3672755 3692972 3753800 3874925 4014100 4091642 4316870 4375369 4612880 4616215 5495344 5499317 5766100 5797840 5876408 5973200 6199880 6387400 6869180 6906992 7247300 7345510 7385944 7507600 7749850 7899557 8028200 8183284 8586475 8633740 8750738 9232430 9928801 10229105 10792175 10998634 11532200 11752816 12399760 12774800 13738360 14494600 14691020 14771888 15499700 15799114 16056400 16366568 16894673 17172950 17267480 17501476 18363775 18464860 19857602 20458210 21234589 21584350 21876845 21997268 23064400 23081075 27476720 27496585 28989200 29382040 30999400 31598228 32733136 33789346 34345900 34534960 35002952 36727550 36929720 39497785 39715204 40916420 42469178 43168700 43753690 43994536 46162150 47053883 49644005 51145525 54993170 58764080 61998800 63196456 67578692 68691800 70005904 73455100 73859440 78995570 79430408 81832840 84473365 84938356 86337400 87507380 87989072 92324300 94107766 99288010 100633487 102291050 106172945 109384225 109986340 126392912 126484291 135157384 137383600 137482925 146910200 157991140 158860816 163665680 168946730 169876712 172674800 175014760 184648600 188215532 197488925 198576020 201266974 204582100 212345890 218768450 219972680 235269415 248220025 252968582 270314768 274965850 293820400 315982280 337893460 339753424 350029520 369297200 376431064 394977850 397152040 402533948 409164200 422366825 424691780 437536900 439945360 470538830 496440050 503167435 505937164 530864725 549931700 599425553 631964560 632421455 675786920 752862128 789955700 794304080 805067896 818328400 844733650 849383560 875073800 941077660 992880100 1006334870 1011874328 1061729450 1082239309 1099863400 1176347075 1198851106 1264842910 1351573840 1579911400 1610135792 1689467300 1698767120 1750147600 1882155320 1985760200 2012669740 2023748656 2123458900 2164478618 2199726800 2314570201 2352694150 2397702212 2515837175 2529685820 2909138693 2997127765 3159822800 3162107275 3378934600 3764310640 3971520400 4025339480 4246917800 4328957236 4629140402 4705388300 4795404424 5031674350 5059371640 5411196545 5818277386 5994255530 6324214550 6757869200 8050678960 8493835600 8657914472 9258280804 9410776600 9590808848 10063348700 10118743280 10822393090 11572851005 11636554772 11988511060 12648429100 13786787719 14545693465 14985638825 17315828944 18516561608 18821553200 20126697400 21644786180 23145702010 23273109544 23977022120 25296858200 27055982725 27573575438 29091386930 29971277650 37033123216 40253394800 43289572360 46291404020 46546219088 47954044240 50593716400 54111965450 55147150876 57864255025 58182773860 59942555300 68933938595 72728467325 86579144720 92582808040 108223930900 110294301752 115728510050 116365547720 119885110600 137867877190 145456934650 185165616080 216447861800 220588603504 231457020100 232731095440 239770221200 275735754380 290913869300 317096117537 344669692975 432895723600 462914040200 551471508760 581827738600 634192235074 689339385950 925828080400 1102943017520 1163655477200 1268384470148 1378678771900 1585480587685 2536768940296 2757357543800 3170961175370 5073537880592 5514715087600 6341922350740 7927402938425 12683844701480 15854805876850 25367689402960 31709611753700 63419223507400 126838447014800
• Sum of all divisors σ(n): 324945972660540
• Sum of proper divisors (its aliquot sum) s(n): 198107525645740
• 126838447014800 is an abundant number, because the sum of its proper divisors (198107525645740) is greater than itself. Its abundance is 71269078630940

Bases of 126838447014800

• Binary: 11100110101101111100000100101000000001110010000₂
• Hexadecimal: 0x735BE0940390
• Base-36: 18YKS0HBBK

Squares and roots of 126838447014800

• 126838447014800 squared (126838447014800²) is 16087991641126227031419040000
• 126838447014800 cubed (126838447014800³) is 2040575875347534243923279399895881792000000
• The square root of 126838447014800 is 11262257.6340092665
• The cube root of 126838447014800 is 50243.9342548865

Scales and comparisons

• 126,838,447,014,800 seconds is equal to 4,033,070 years, 14 weeks, 3 days, 4 hours, 33 minutes, 20 seconds.
• To count from 1 to 126,838,447,014,800 would take you about ten million, eighty-two thousand, six hundred seventy-five 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 126838447014800 cubic inches would be around 4187 feet tall.

Recreational maths with 126838447014800

• 126838447014800 backwards is 008410744838621
• The number of decimal digits it has is: 15
• The sum of 126838447014800's digits is 56
• More coming soon!