385555801236970

Names of 385555801236970

• Cardinal: 385555801236970 can be written as Three hundred eighty-five trillion, five hundred fifty-five billion, eight hundred one million, two hundred thirty-six thousand, nine hundred seventy.

Scientific notation

• Scientific notation: 3.8555580123697 × 10¹⁴

Factors of 385555801236970

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 20679

Divisors of 385555801236970

• Number of divisors d(n): 384
• Complete list of divisors:
  1 2 5 7 10 13 14 26 31 35 41 49 62 65 70 82 91 98 130 155 182 205 217 245 287 310 403 410 434 455 490 533 574 637 806 910 1066 1085 1271 1274 1435 1519 2009 2015 2170 2542 2657 2665 2821 2870 3038 3185 3731 4018 4030 5314 5330 5642 6355 6370 7462 7595 8897 10045 12710 13285 14105 15190 16523 17794 17923 18599 18655 19747 20090 26117 26570 28210 33046 34541 35846 37198 37310 39494 44485 52234 62279 69082 82367 82615 88970 89615 92995 98735 108937 115661 124558 125461 130193 130585 164734 165230 172705 179230 185990 197470 217874 231322 232999 241787 250922 260386 261170 311395 345410 411835 465998 483574 544685 555613 576569 578305 622790 627305 650965 734843 762559 809627 823670 878227 1070771 1089370 1111226 1153138 1156610 1164995 1208935 1254610 1301930 1416181 1469686 1525118 1619254 1630993 1692509 1756454 2141542 2329990 2417870 2778065 2832362 2882845 3261986 3377047 3385018 3674215 3812795 3889291 4035983 4048135 4391135 5143901 5337913 5353855 5556130 5765690 6754094 7080905 7222969 7348430 7495397 7625590 7778582 8071966 8096270 8154965 8462545 8782270 9552959 9913267 10287802 10675826 10707710 11416951 14161810 14445938 14990794 16309930 16885235 16925090 19105918 19446455 19826534 20179915 22780133 22833902 23639329 25719505 26689565 27225037 33770470 36007307 36114845 37476985 38892910 40359830 43901611 45560266 47278658 47621411 47764795 49566335 50560783 51439010 52467779 53379130 54450074 57084755 66870713 69392869 72014614 72229690 74953970 87803222 95242822 95529590 99132670 101121566 104935558 113900665 114169510 118196645 133741426 136125185 138785738 159460931 165475303 180036535 219508055 227801330 236393290 238107055 252803915 262338895 272250370 296141729 307311277 318921862 330950606 333349877 334353565 346964345 353925481 360073070 439016110 468094991 476214110 505607830 524677790 592283458 614622554 619078343 666699754 668707130 693928690 707850962 797304655 827376515 936189982 1116226517 1238156686 1476263741 1480708645 1536556385 1594609310 1654753030 1666749385 1769627405 1952477851 2072992103 2151178939 2232453034 2333449139 2340474955 2952527482 2961417290 3073112770 3095391715 3333498770 3539254810 3904955702 4145984206 4302357878 4333548401 4666898278 4680949910 5581132585 6190783430 7381318705 8667096802 9762389255 10333846187 10364960515 10755894695 11162265170 11667245695 13667344957 14510944721 14762637410 19191428633 19524778510 20667692374 20729921030 21511789390 21667742005 23334491390 25382212063 27334689914 29021889442 30334838807 38382857266 43335484010 50764424126 51669230935 60526813381 60669677614 68336724785 72336923309 72554723605 95671414699 95957143165 103338461870 121053626762 126911060315 134340000431 136673449570 144673846618 145109447210 151674194035 177675484441 191342829398 191914286330 253822120630 268680000862 302634066905 303348388070 355350968882 361684616545 423687693667 478357073495 605268133810 671700002155 723369233090 786848573953 847375387334 888377422205 940380003017 956714146990 1243728391087 1343400004310 1573697147906 1776754844410 1880760006034 2118438468335 2487456782174 2965813855669 3934242869765 4236876936670 4701900015085 5507940017671 5931627711338 6218641955435 7868485739530 9403800030170 11015880035342 12437283910870 14829069278345 27539700088355 29658138556690 38555580123697 55079400176710 77111160247394 192777900618485 385555801236970
• Sum of all divisors σ(n): 919738946230272
• Sum of proper divisors (its aliquot sum) s(n): 534183144993302
• 385555801236970 is an abundant number, because the sum of its proper divisors (534183144993302) is greater than itself. Its abundance is 148627343756332

Bases of 385555801236970

• Binary: 1010111101010100100110100100100101110010111101010₂
• Hexadecimal: 0x15EA93492E5EA
• Base-36: 3SO1W1ATPM

Squares and roots of 385555801236970

• 385555801236970 squared (385555801236970²) is 148653275867481917382094780900
• 385555801236970 cubed (385555801236970³) is 57314132883587327291586566269854001129873000
• The square root of 385555801236970 is 19635574.8893932311
• The cube root of 385555801236970 is 72782.8538870841

Scales and comparisons

• 385,555,801,236,970 seconds is equal to 12,259,481 years, 45 weeks, 4 days, 4 hours, 56 minutes, 10 seconds.
• To count from 1 to 385,555,801,236,970 would take you about thirty million, six hundred forty-eight thousand, seven hundred four 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 385555801236970 cubic inches would be around 6065.2 feet tall.

Recreational maths with 385555801236970

• 385555801236970 backwards is 079632108555583
• The number of decimal digits it has is: 15
• The sum of 385555801236970's digits is 67
• More coming soon!