9338939135136

Names of 9338939135136

• Cardinal: 9338939135136 can be written as Nine trillion, three hundred thirty-eight billion, nine hundred thirty-nine million, one hundred thirty-five thousand, one hundred thirty-six.

Scientific notation

• Scientific notation: 9.338939135136 × 10¹²

Factors of 9338939135136

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 7826

Divisors of 9338939135136

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 8 9 12 13 16 18 24 26 32 36 39 41 48 52 71 72 78 82 96 104 113 117 123 142 144 156 164 208 213 226 234 246 284 288 312 328 339 369 416 426 452 468 492 533 568 624 639 656 678 738 852 904 923 936 984 1017 1066 1136 1248 1278 1312 1356 1469 1476 1599 1704 1808 1846 1872 1968 2034 2132 2272 2556 2712 2769 2911 2938 2952 3198 3408 3616 3692 3744 3936 4068 4264 4407 4633 4797 5112 5424 5538 5822 5876 5904 6396 6816 7384 7583 8023 8136 8307 8528 8733 8814 9266 9594 10224 10848 11076 11644 11752 11808 12792 13221 13899 14768 15166 16046 16272 16614 17056 17466 17628 18532 19188 20448 22152 22749 23288 23504 24069 25584 26199 26442 27798 29536 30332 32092 32544 33228 34932 35256 37064 37843 38376 41697 44304 45498 46576 47008 48138 51168 52398 52884 55596 60229 60664 64184 66456 68247 69864 70512 72207 74128 75686 76752 83394 88608 90996 93152 96276 98579 104299 104796 105768 111192 113529 120458 121328 128368 132912 136494 139728 141024 144414 148256 151372 153504 166788 180687 181992 192552 197158 208598 209592 211536 222384 227058 240916 242656 256736 265824 272988 279456 288828 295737 302744 310903 312897 328943 333576 340587 361374 363984 385104 394316 417196 419184 423072 444768 454116 481832 538393 542061 545976 577656 591474 605488 621806 625794 657886 667152 681174 722748 727968 770208 788632 834392 838368 856879 887211 908232 932709 938691 963664 986829 1076786 1084122 1091952 1155312 1182948 1210976 1243612 1251588 1315772 1334304 1362348 1445496 1577264 1615179 1668784 1713758 1774422 1816464 1865418 1877382 1927328 1973658 2153572 2168244 2183904 2310624 2365896 2487224 2503176 2570637 2631544 2724696 2798127 2890992 2960487 3154528 3230358 3337568 3427516 3548844 3632928 3730836 3754764 3947316 4041739 4276259 4307144 4336488 4731792 4845537 4974448 5006352 5141274 5263088 5449392 5596254 5781984 5920974 6460716 6855032 6999109 7097688 7461672 7509528 7711911 7894632 8083478 8552518 8614288 8672976 9463584 9691074 9948896 10012704 10282548 10526176 10898784 11139427 11192508 11841948 12125217 12828777 12921432 13710064 13998218 14195376 14923344 15019056 15423822 15789264 16166956 17105036 17228576 17345952 19382148 20565096 20997327 22074113 22278854 22385016 23683896 24250434 25657554 25842864 27420128 27996436 28390752 29846688 30038112 30847644 31578528 32333912 33418281 34210072 35132039 36375651 38486331 38764296 41130192 41994654 44148226 44557708 44770032 47367792 48500868 51315108 51685728 55992872 60838409 61695288 62991981 64667824 66222339 66836562 68420144 70264078 72751302 76972662 77528592 82260384 83989308 88296452 89115416 89540064 94735584 97001736 100254843 102630216 105396117 111985744 121676818 123390576 125983962 129335648 132444678 133673124 136840288 140528156 145502604 153945324 155057184 167978616 176592904 178230832 182515227 194003472 198667017 200509686 205260432 210792234 223971488 243353636 246781152 251967924 264889356 267346248 281056312 286963469 291005208 307890648 316188351 335957232 353185808 356461664 365030454 388006944 397334034 401019372 410520864 421584468 456716507 486707272 503935848 529778712 534692496 547545681 562112624 573926938 582010416 615781296 632376702 671914464 706371616 730060908 790899317 794668068 802038744 843168936 860890407 913433014 973414544 1007871696 1059557424 1069384992 1095091362 1124225248 1147853876 1164020832 1231562592 1264753404 1370149521 1460121816 1581798634 1589336136 1604077488 1686337872 1721780814 1826866028 1946829088 2015743392 2119114848 2190182724 2295707752 2372697951 2494374769 2529506808 2582671221 2740299042 2920243632 3163597268 3178672272 3208154976 3372675744 3443561628 3653732056 4110448563 4380365448 4591415504 4745395902 4988749538 5059013616 5165342442 5480598084 5840487264 6327194536 6357344544 6887123256 7118093853 7307464112 7483124307 8220897126 8760730896 9182831008 9490791804 9977499076 10118027232 10330684884 10961196168 12654389072 13774246512 14236187706 14614928224 14966248614 16441794252 17521461792 18981583608 19954998152 20661369768 21922392336 22449372921 25308778144 27548493024 28472375412 29932497228 32426871997 32883588504 37963167216 39909996304 41322739536 43844784672 44898745842 56944750824 59864994456 64853743994 65767177008 75926334432 79819992608 82645479072 89797491684 97280615991 113889501648 119729988912 129707487988 131534354016 179594983368 194561231982 227779003296 239459977824 259414975976 291841847973 359189966736 389122463964 518829951952 583683695946 718379933472 778244927928 1037659903904 1167367391892 1556489855856 2334734783784 3112979711712 4669469567568 9338939135136
• Sum of all divisors σ(n): 29977602729984
• Sum of proper divisors (its aliquot sum) s(n): 20638663594848
• 9338939135136 is an abundant number, because the sum of its proper divisors (20638663594848) is greater than itself. Its abundance is 11299724459712

Bases of 9338939135136

• Binary: 10000111111001100100001001100101010010100000₂
• Hexadecimal: 0x87E642654A0
• Base-36: 3B68Z8IW0

Squares and roots of 9338939135136

• 9338939135136 squared (9338939135136²) is 87215784169774739669738496
• 9338939135136 cubed (9338939135136³) is 814502899984684147083247180105525395456
• The square root of 9338939135136 is 3055967.7902648123
• The cube root of 9338939135136 is 21058.7464175921

Scales and comparisons

• 9,338,939,135,136 seconds is equal to 296,949 years, 19 weeks, 4 days, 7 hours, 45 minutes, 36 seconds.
• To count from 1 to 9,338,939,135,136 would take you about seven hundred forty-two thousand, three hundred seventy-three 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 9338939135136 cubic inches would be around 1754.9 feet tall.

Recreational maths with 9338939135136

• 9338939135136 backwards is 6315319398339
• The number of decimal digits it has is: 13
• The sum of 9338939135136's digits is 63
• More coming soon!