136387289817139788

Names of 136387289817139788

• Cardinal: 136387289817139788 can be written as One hundred thirty-six quadrillion, three hundred eighty-seven trillion, two hundred eighty-nine billion, eight hundred seventeen million, one hundred thirty-nine thousand, seven hundred eighty-eight.

Scientific notation

• Scientific notation: 1.36387289817139788 × 10¹⁷

Factors of 136387289817139788

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 4342010

Divisors of 136387289817139788

• Number of divisors d(n): 432
• Complete list of divisors:
  1 2 3 4 6 7 9 12 14 18 21 28 36 42 49 63 73 84 98 107 126 146 147 196 214 219 252 292 294 321 428 438 441 511 588 642 657 749 876 882 963 1022 1284 1314 1498 1533 1764 1926 2044 2247 2281 2628 2996 3066 3577 3852 4494 4562 4599 5243 6132 6741 6843 7154 7811 8988 9124 9198 10486 10731 13482 13686 14308 15622 15729 15967 18396 20529 20972 21462 23433 26964 27372 31244 31458 31934 32193 41058 42924 46866 47187 47901 54677 62916 63868 64386 70299 82116 93732 94374 95802 109354 111769 128772 140598 143703 164031 166513 188748 191604 218708 223538 244067 281196 287406 328062 333026 335307 382739 447076 488134 492093 499539 574812 656124 666052 670614 732201 765478 976268 984186 999078 1005921 1148217 1165591 1341228 1464402 1498617 1530956 1708469 1968372 1998156 2011842 2196603 2296434 2331182 2928804 2997234 3416938 3444651 3496773 4023684 4339537 4393206 4592868 4662364 5125407 5994468 6833876 6889302 6993546 8159137 8679074 8786412 10250814 10490319 11959283 13018611 13778604 13987092 15376221 16318274 17358148 17816891 20501628 20980638 23918566 24477411 26037222 30376759 30752442 32636548 35633782 35877849 39055833 41961276 47837132 48954822 52074444 53450673 60753518 61504884 71267564 71755698 73432233 78111666 91130277 97909644 106901346 107633547 121507036 124718237 143511396 146864466 156223332 160352019 182260554 212637313 213802692 215267094 249436474 273390831 293728932 316786201 320704038 364521108 374154711 425274626 430534188 464330459 498872948 546781662 633572402 637911939 641408076 748309422 850549252 873027659 928660918 950358603 1093563324 1122464133 1267144804 1275823878 1392991377 1496618844 1746055318 1857321836 1900717206 1913735817 2217503407 2244928266 2551647756 2619082977 2785982754 2851075809 3250313213 3492110636 3801434412 3827471634 4178974131 4435006814 4489856532 5238165954 5571965508 5702151618 6500626426 6652510221 7654943268 7857248931 8357948262 8870013628 9750939639 9898483897 10476331908 11404303236 13001252852 13305020442 15522523849 15714497862 16715896524 19501879278 19796967794 19957530663 22752192491 26610040884 29252818917 29695451691 31045047698 31428995724 33896123507 39003758556 39593935588 39915061326 45504384982 46567571547 58505637834 59390903382 62090095396 67792247014 68256577473 69289387279 79830122652 89086355073 91008769964 93135143094 101688370521 117011275668 118781806764 135584494028 136513154946 138578774558 139702714641 178172710146 186270286188 203376741042 204769732419 207868161837 237272864549 273026309892 277157549116 279405429282 305065111563 356345420292 406753482084 409539464838 415736323674 474545729098 485025710953 558810858564 610130223126 623604485511 711818593647 722589324481 819078929676 831472647348 949091458196 970051421906 1059137776979 1220260446252 1247208971022 1423637187294 1445178648962 1455077132859 1660910051843 1940102843812 2118275553958 2135455780941 2167767973443 2494417942044 2847274374588 2890357297924 2910154265718 3177413330937 3321820103686 4236551107916 4270911561882 4335535946886 4365231398577 4982730155529 5058125271367 5820308531436 6354826661874 6503303920329 6643640207372 7413964438853 8541823123764 8671071893772 8730462797154 9532239992811 9965460311058 10116250542734 12709653323748 13006607840658 14827928877706 14948190466587 15174375814101 17460925594308 19064479985622 19930920622116 20232501085468 22241893316559 26013215681316 29655857755412 29896380933174 30348751628202 35406876899569 38128959971244 44483786633118 45523127442303 51897751071971 59792761866348 60697503256404 66725679949677 70813753799138 77317057719467 88967573266236 91046254884606 103795502143942 106220630698707 133451359899354 141627507598276 154634115438934 155693253215913 182092509769212 207591004287884 212441261397414 231951173158401 266902719798708 309268230877868 311386506431826 318661892096121 424882522794828 463902346316802 467079759647739 541219404036269 622773012863652 637323784192242 695853519475203 927804692633604 934159519295478 1082438808072538 1274647568384484 1391707038950406 1623658212108807 1868319038590956 2164877616145076 2783414077900812 3247316424217614 3788535828253883 4870974636326421 6494632848435228 7577071656507766 9741949272652842 11365607484761649 15154143313015532 19483898545305684 22731214969523298 34096822454284947 45462429939046596 68193644908569894 136387289817139788
• Sum of all divisors σ(n): 410516728255224864
• Sum of proper divisors (its aliquot sum) s(n): 274129438438085076
• 136387289817139788 is an abundant number, because the sum of its proper divisors (274129438438085076) is greater than itself. Its abundance is 137742148620945288

Bases of 136387289817139788

• Binary: 111100100100010111000010001111001011011011100101001001100₂
• Hexadecimal: 0x1E48B84796DCA4C
• Base-36: 11AX9BZ1NLN0

Squares and roots of 136387289817139788

• 136387289817139788 squared (136387289817139788²) is 18601492823664482506426897132684944
• 136387289817139788 cubed (136387289817139788³) is 2537007192772573717052206195040156163776799010951872
• The square root of 136387289817139788 is 369306498.4767256813
• The cube root of 136387289817139788 is 514744.0080273293

Scales and comparisons

• 136,387,289,817,139,788 seconds is equal to 4,336,693,942 years, 31 weeks, 18 hours, 49 minutes, 48 seconds.
• To count from 1 to 136,387,289,817,139,788 would take you about thirteen billion, ten million, eighty-one thousand, eight hundred twenty-seven 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 136387289817139788 cubic inches would be around 42895.3 feet tall.

Recreational maths with 136387289817139788

• 136387289817139788 backwards is 887931718982783631
• The number of decimal digits it has is: 18
• The sum of 136387289817139788's digits is 99
• More coming soon!