131269396682016

Names of 131269396682016

• Cardinal: 131269396682016 can be written as One hundred thirty-one trillion, two hundred sixty-nine billion, three hundred ninety-six million, six hundred eighty-two thousand and sixteen.

Scientific notation

• Scientific notation: 1.31269396682016 × 10¹⁴

Factors of 131269396682016

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 413

Divisors of 131269396682016

• Number of divisors d(n): 648
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 18 24 32 36 48 53 61 72 96 106 113 122 144 159 181 183 212 226 244 288 318 339 362 366 424 452 477 488 543 549 636 678 724 732 848 904 954 976 1017 1086 1098 1272 1356 1448 1464 1629 1696 1808 1908 1952 2034 2172 2196 2544 2712 2896 2928 3233 3258 3616 3721 3816 4068 4344 4392 5088 5424 5792 5856 5989 6466 6516 6893 7442 7632 8136 8688 8784 9593 9699 10848 11041 11163 11978 12769 12932 13032 13786 14884 15264 16272 17376 17568 17967 19186 19398 20453 20679 22082 22326 23956 25538 25864 26064 27572 28779 29097 29768 32544 33123 33489 35934 38307 38372 38796 40906 41358 44164 44652 47912 51076 51728 52128 53901 55144 57558 58194 59536 61359 62037 66246 66978 71868 76614 76744 77592 81812 82716 86337 88328 89304 95824 99369 102152 103456 107802 110288 114921 115116 116388 119072 122718 124074 132492 133956 143736 153228 153488 155184 163624 165432 172674 176656 178608 184077 191648 197213 198738 204304 215604 220576 229842 230232 232776 245436 248148 264984 267912 287472 306456 306976 310368 327248 330864 345348 353312 357216 365329 368154 394426 397476 408608 420473 431208 459684 460464 465552 490872 496296 529968 535824 574944 585173 591639 612912 654496 661728 673501 676757 690696 730658 736308 778909 788852 794952 840946 862416 919368 920928 931104 981744 992592 1059936 1071648 1084009 1095987 1170346 1183278 1225824 1247633 1261419 1347002 1353514 1381392 1461316 1472616 1557818 1577704 1589904 1681892 1724832 1755519 1774917 1838736 1963488 1985184 2020503 2030271 2168018 2191974 2311189 2336727 2340692 2366556 2495266 2522838 2694004 2707028 2762784 2922632 2945232 3115636 3155408 3179808 3252027 3287961 3363784 3511038 3549834 3677472 3742899 3784257 4041006 4060542 4336036 4383948 4622378 4673454 4681384 4733112 4990532 5045676 5266557 5388008 5414056 5845264 5890464 6061509 6090813 6231272 6310816 6504054 6575922 6727568 6933567 7010181 7022076 7099668 7485798 7568514 8082012 8121084 8672072 8767896 9244756 9346908 9362768 9466224 9756081 9981064 10091352 10533114 10776016 10828112 11228697 11690528 12123018 12181626 12462544 13008108 13151844 13455136 13867134 14020362 14044152 14199336 14971596 15137028 16164024 16242168 17344144 17535792 18489512 18693816 18725536 18932448 19512162 19962128 20182704 20800701 21066228 21552032 21656224 22285069 22457394 24246036 24363252 24925088 26016216 26303688 27734268 28040724 28088304 28398672 29943192 30274056 32328048 32484336 34688288 35071584 35695553 36979024 37387632 39024324 39924256 40365408 41282177 41601402 42132456 44570138 44914788 47513449 48492072 48726504 52032432 52607376 55468536 56081448 56176608 56797344 59886384 60548112 64656096 64968672 66124549 66855207 71391106 73958048 74775264 76105613 78048648 82564354 83202804 84264912 89140276 89829576 95026898 96984144 97453008 104064864 105214752 107086659 110937072 112162896 119772768 121096224 122493017 123846531 132249098 133710414 140982529 142540347 142782212 152211226 156097296 165128708 166405608 168529824 178280552 179659152 190053796 193968288 194906016 198373647 200565621 214173318 221874144 224325792 228316839 244986034 247693062 264498196 267420828 281965058 285080694 285564424 304422452 312194592 321259977 330257416 332811216 356561104 359318304 367479051 371539593 380107592 396747294 401131242 422947587 427621041 428346636 456633678 489972068 495386124 528996392 534841656 563930116 570161388 571128848 595120941 608844904 642519954 660514832 665622432 684950517 713122208 734958102 743079186 760215184 793494588 802262484 845895174 855242082 856693272 913267356 979944136 990772248 1057992784 1069683312 1102437153 1127860232 1140322776 1142257696 1190241882 1217689808 1268842761 1285039908 1321029664 1369901034 1469916204 1486158372 1520430368 1586989176 1604524968 1691790348 1710484164 1713386544 1826534712 1959888272 1981544496 2115985568 2139366624 2204874306 2255720464 2280645552 2380483764 2435379616 2518212797 2537685522 2570079816 2739802068 2939832408 2972316744 3173978352 3209049936 3383580696 3420968328 3426773088 3653069424 3919776544 3963088992 4033597489 4409748612 4511440928 4561291104 4760967528 5036425594 5075371044 5140159632 5479604136 5879664816 5944633488 6347956704 6418099872 6767161392 6841936656 7306138848 7472074037 7554638391 8067194978 8599934269 8819497224 9521935056 10072851188 10150742088 10280319264 10959208272 11759329632 11889266976 12100792467 13534322784 13683873312 14944148074 15109276782 16134389956 17199868538 17638994448 19043870112 20145702376 20301484176 21918416544 22416222111 22663915173 24201584934 25799802807 29888296148 30218553564 32268779912 34399737076 35277988896 36302377401 40291404752 40602968352 44832444222 45327830346 48403169868 51599605614 59776592296 60437107128 64537559824 67248666333 68799474152 72604754802 77399408421 80582809504 89664888444 90655660692 96806339736 103199211228 119553184592 120874214256 129075119648 134497332666 137598948304 145209509604 154798816842 179329776888 181311321384 193612679472 206398422456 239106369184 241748428512 268994665332 275197896608 290419019208 309597633684 358659553776 362622642768 387225358944 412796844912 455796516257 537989330664 580838038416 619195267368 717319107552 725245285536 825593689824 911593032514 1075978661328 1161676076832 1238390534736 1367389548771 1823186065028 2151957322656 2476781069472 2734779097542 3646372130056 4102168646313 5469558195084 7292744260112 8204337292626 10939116390168 14585488520224 16408674585252 21878232780336 32817349170504 43756465560672 65634698341008 131269396682016
• Sum of all divisors σ(n): 392285628264348
• Sum of proper divisors (its aliquot sum) s(n): 261016231582332
• 131269396682016 is an abundant number, because the sum of its proper divisors (261016231582332) is greater than itself. Its abundance is 129746834900316

Bases of 131269396682016

• Binary: 11101110110001110001001110000100101010100100000₂
• Hexadecimal: 0x776389C25520
• Base-36: 1AJ4BTIBS0

Squares and roots of 131269396682016

• 131269396682016 squared (131269396682016²) is 17231654505260473229817824256
• 131269396682016 cubed (131269396682016³) is 2261988890738485222612081890426702603780096
• The square root of 131269396682016 is 11457285.7467209919
• The cube root of 131269396682016 is 50822.3211735477

Scales and comparisons

• 131,269,396,682,016 seconds is equal to 4,173,960 years, 40 weeks, 20 hours, 33 minutes, 36 seconds.
• To count from 1 to 131,269,396,682,016 would take you about ten million, four hundred thirty-four thousand, nine hundred one 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 131269396682016 cubic inches would be around 4235.2 feet tall.

Recreational maths with 131269396682016

• 131269396682016 backwards is 610286693962131
• The number of decimal digits it has is: 15
• The sum of 131269396682016's digits is 63
• More coming soon!