13150739093856

Names of 13150739093856

• Cardinal: 13150739093856 can be written as Thirteen trillion, one hundred fifty billion, seven hundred thirty-nine million, ninety-three thousand, eight hundred fifty-six.

Scientific notation

• Scientific notation: 1.3150739093856 × 10¹³

Factors of 13150739093856

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 8494

Divisors of 13150739093856

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 7 8 12 13 14 16 21 24 26 28 32 39 42 48 52 56 67 78 84 91 96 104 112 134 156 168 169 182 201 208 211 224 268 273 312 336 338 364 402 416 422 469 507 536 546 624 633 672 676 728 804 844 871 938 1014 1072 1092 1183 1248 1266 1352 1407 1456 1477 1608 1688 1742 1876 2028 2144 2184 2366 2532 2613 2704 2743 2814 2912 2954 3216 3376 3484 3549 3752 4056 4368 4431 4732 5064 5226 5408 5486 5628 5908 6097 6432 6752 6968 7098 7504 8112 8191 8229 8736 8862 9464 10128 10452 10972 11256 11323 11816 12194 13936 14137 14196 15008 16224 16382 16458 17724 18291 18928 19201 20256 20904 21944 22512 22646 23632 24388 24573 27872 28274 28392 32764 32916 33969 35448 35659 36582 37856 38402 41808 42411 43888 45024 45292 47264 48776 49146 56548 56784 57337 57603 65528 65832 67938 70896 71318 73164 76804 79261 83616 84822 87776 90584 97552 98292 98959 106483 106977 113096 113568 114674 115206 131056 131664 135876 141792 142636 146328 153608 158522 169644 172011 181168 183781 195104 196584 197918 212966 213954 226192 229348 230412 237783 249613 262112 263328 271752 285272 292656 296877 307216 317044 319449 339288 344022 362336 367562 393168 395836 425932 427908 452384 458696 460824 475566 499226 543504 548797 551343 570544 585312 593754 614432 634088 638898 678576 688044 735124 745381 748839 786336 791672 851864 855816 917392 921648 951132 998452 1087008 1097594 1102686 1141088 1187508 1268176 1277796 1286467 1357152 1376088 1384279 1470248 1490762 1497678 1583344 1646391 1703728 1711632 1728301 1834784 1843296 1902264 1996904 2195188 2205372 2236143 2375016 2389153 2536352 2555592 2572934 2752176 2768558 2940496 2981524 2995356 3166688 3292782 3407456 3423264 3456602 3804528 3841579 3859401 3993808 4152837 4390376 4410744 4472286 4750032 4778306 5111184 5145868 5184903 5504352 5537116 5880992 5963048 5990712 6585564 6913204 7134361 7167459 7609056 7683158 7718802 7987616 8305674 8780752 8821488 8944572 9500064 9556612 9689953 10222368 10291736 10369806 11074232 11524737 11926096 11981424 12098107 13171128 13826408 14268722 14334918 15366316 15437604 16611348 16724071 17561504 17642976 17889144 19113224 19379906 20583472 20739612 21403083 22148464 22467913 23049474 23852192 23962848 24196214 26342256 27652816 28537444 28669836 29069859 30732632 30875208 33222696 33448142 35778288 36294321 38226448 38759812 41166944 41479224 42806166 44296928 44935826 46098948 48392428 49940527 50172213 52684512 55305632 57074888 57339672 58139718 61465264 61750416 66445392 66896284 67403739 71556576 72588642 76452896 77519624 82958448 85612332 89871652 92197896 92746693 96784856 99881054 100344426 114149776 114679344 115796167 116279436 122930528 123500832 132890784 133792568 134807478 145177284 149821581 155039248 157275391 165916896 171224664 179743304 184395792 185493386 193569712 199762108 200688852 228299552 229358688 231592334 232558872 267585136 269614956 278240079 290354568 292082869 299643162 310078496 314550782 342449328 347388501 359486608 368791584 370986772 387139424 399524216 401377704 463184668 465117744 471826173 535170272 539229912 556480158 580709136 584165738 599286324 629101564 649226851 684898656 694777002 718973216 741973544 799048432 802755408 810573169 876248607 926369336 930235488 943652346 1078459824 1112960316 1161418272 1168331476 1198572648 1258203128 1298453702 1389554004 1483947088 1505350171 1598096864 1605510816 1621146338 1752497214 1852738672 1887304692 1947680553 2044580083 2156919648 2225920632 2336662952 2397145296 2431719507 2516406256 2596907404 2779108008 2967894176 3010700342 3242292676 3504994428 3705477344 3774609384 3895361106 4089160166 4451841264 4516050513 4673325904 4794290592 4863439014 5032812512 5193814808 5558216016 6021400684 6133740249 6484585352 7009988856 7549218768 7790722212 8178320332 8903682528 9032101026 9346651808 9726878028 10387629616 10537451197 11116432032 12042801368 12267480498 12969170704 14019977712 15098437536 15581444424 16356640664 18064202052 19453756056 19569552223 20775259232 21074902394 24085602736 24534960996 25938341408 28039955424 31162888848 31612353591 32713281328 36128404104 38907512112 39139104446 42149804788 48171205472 49069921992 58708656669 62325777696 63224707182 65426562656 72256808208 77815024224 78278208892 84299609576 98139843984 117417313338 126449414364 136986865561 144513616416 156556417784 168599219152 196279687968 234834626676 252898828728 273973731122 313112835568 337198438304 410960596683 469669253352 505797657456 547947462244 626225671136 821921193366 939338506704 1011595314912 1095894924488 1643842386732 1878677013408 2191789848976 3287684773464 4383579697952 6575369546928 13150739093856
• Sum of all divisors σ(n): 43568873865216
• Sum of proper divisors (its aliquot sum) s(n): 30418134771360
• 13150739093856 is an abundant number, because the sum of its proper divisors (30418134771360) is greater than itself. Its abundance is 17267395677504

Bases of 13150739093856

• Binary: 10111111010111100101001000011101100101100000₂
• Hexadecimal: 0xBF5E521D960
• Base-36: 4NTD6IIQO

Squares and roots of 13150739093856

• 13150739093856 squared (13150739093856²) is 172941938714672527976948736
• 13150739093856 cubed (13150739093856³) is 2274314314422292485899355629320404566016
• The square root of 13150739093856 is 3626394.7790961755
• The cube root of 13150739093856 is 23603.8794098141

Scales and comparisons

• 13,150,739,093,856 seconds is equal to 418,152 years, 42 weeks, 6 days, 9 hours, 37 minutes, 36 seconds.
• To count from 1 to 13,150,739,093,856 would take you about one million, forty-five thousand, three hundred eighty-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 13150739093856 cubic inches would be around 1967 feet tall.

Recreational maths with 13150739093856

• 13150739093856 backwards is 65839093705131
• The number of decimal digits it has is: 14
• The sum of 13150739093856's digits is 60
• More coming soon!