139988558853

Names of 139988558853

• Cardinal: 139988558853 can be written as One hundred thirty-nine billion, nine hundred eighty-eight million, five hundred fifty-eight thousand, eight hundred fifty-three.

Scientific notation

• Scientific notation: 1.39988558853 × 10¹¹

Factors of 139988558853

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 165

Divisors of 139988558853

• Number of divisors d(n): 480
• Complete list of divisors:
  1 3 9 11 13 17 19 27 31 33 39 51 57 71 81 93 99 117 143 153 171 187 209 213 221 247 279 289 297 323 341 351 403 429 459 513 527 561 589 627 639 663 741 781 837 867 891 923 969 1023 1053 1207 1209 1287 1349 1377 1539 1581 1683 1767 1881 1917 1989 2201 2223 2343 2431 2511 2601 2717 2769 2907 3069 3179 3553 3621 3627 3757 3861 4047 4199 4433 4743 5049 5301 5491 5643 5751 5797 5967 6479 6603 6669 6851 7029 7293 7657 7803 8151 8307 8721 8959 9207 9537 10013 10153 10659 10863 10881 11271 11583 12141 12597 13277 13299 14229 14839 15147 15691 15903 16473 16929 17391 17537 17901 19437 19809 20007 20519 20553 21087 21879 22933 22971 23409 24211 24453 24921 26163 26877 27621 28611 28613 30039 30459 31977 32589 32643 33813 36423 37417 37791 39831 39897 41327 41819 42687 44517 46189 47073 47709 49419 52173 52611 58311 59427 60401 61557 61659 63261 65637 68799 68913 71383 72633 73359 74763 75361 80631 84227 85833 85839 90117 91377 95931 97767 98549 101439 109269 110143 112251 113373 116467 119493 119691 123981 125457 130169 133551 138567 141219 148257 156519 157833 170221 172601 174933 178281 181203 184671 184977 192907 196911 206397 206739 214149 217899 220077 225709 226083 241893 252263 252681 257499 257517 266747 270351 274131 287793 295647 298129 304317 314743 330429 336753 340119 349401 358479 359073 371943 376371 389861 390507 400653 411587 415701 423657 444771 460009 469557 473499 486421 510663 517803 524799 543609 543647 554013 554931 578721 619191 620217 636089 642447 653697 677127 678249 710923 725679 756789 758043 772551 785213 800241 811053 822393 886941 894387 944229 991287 1010259 1048203 1075437 1115829 1129113 1169583 1171521 1201959 1234761 1247103 1270971 1281137 1380027 1420497 1431859 1459263 1531989 1553409 1630827 1630941 1662039 1736163 1857573 1872431 1908267 1927341 1961091 2031381 2034747 2132769 2212873 2270367 2274129 2317653 2355639 2400723 2660823 2683161 2832687 2934217 2973861 3030777 3144609 3279419 3347487 3387339 3508749 3514563 3704283 3741309 3843411 4140081 4288471 4295577 4377789 4595967 4660227 4892481 4892823 5068193 5208489 5350631 5617293 5724801 5782023 5980117 6094143 6104241 6398307 6638619 6811101 6822387 6996979 7066917 7202169 7820153 7982469 8049483 8269157 8498061 8802651 8921583 9241999 9433827 9838257 10526247 10543689 11112849 11530233 12085691 12420243 12865413 12886731 13133367 13787901 13980681 14678469 15204579 15625467 16051893 16851879 17174403 17940351 18282429 19194921 19915857 20433303 20990937 21200751 21606507 23460459 24148449 24341603 24807471 25494183 26407953 27725997 29514771 31578741 33338547 34590699 36257073 37260729 38596239 38660193 39400101 44035407 45613737 48155679 50555637 51523209 53821053 55750123 57584763 59747571 62972811 63602253 70381377 73024809 74422413 79223859 83177991 88544313 90960727 101661989 103772097 108771219 115788717 115980579 132942601 136841211 144467037 151666911 157113983 161463159 167250369 179242713 188918433 211144131 219074427 223267239 237671577 249533973 265632939 272882181 304985967 326313657 347366151 398827803 410523633 433401111 471341949 484389477 501751107 566755299 633432393 657223281 669801717 748601919 818646543 914957901 978940971 1196483409 1414025847 1505253321 1728253813 1971669843 2455939629 2744873703 3589450227 4242077541 4515759963 5184761439 7367818887 8234621109 10768350681 12726232623 15554284317 46662852951 139988558853
• Sum of all divisors σ(n): 287571271680
• Sum of proper divisors (its aliquot sum) s(n): 147582712827
• 139988558853 is an abundant number, because the sum of its proper divisors (147582712827) is greater than itself. Its abundance is 7594153974

Bases of 139988558853

• Binary: 10000010010111111101111110010000000101₂
• Hexadecimal: 0x2097F7E405
• Base-36: 1SB5KNB9

Squares and roots of 139988558853

• 139988558853 squared (139988558853²) is 19596796609739844675609
• 139988558853 cubed (139988558853³) is 2743327315532837119390569190116477
• The square root of 139988558853 is 374150.4494892395
• The cube root of 139988558853 is 5192.3526501685

Scales and comparisons

• 139,988,558,853 seconds is equal to 4,451 years, 10 weeks, 3 days, 22 hours, 47 minutes, 33 seconds.
• To count from 1 to 139,988,558,853 would take you about eight thousand, nine hundred 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 139988558853 cubic inches would be around 432.7 feet tall.

Recreational maths with 139988558853

• 139988558853 backwards is 358855889931
• The number of decimal digits it has is: 12
• The sum of 139988558853's digits is 72
• More coming soon!