14040841042742007744
14,040,841,042,742,007,744 is an even composite number composed of five prime numbers multiplied together.
14040841042742007744 is an even composite number. It is composed of five distinct prime numbers multiplied together. It has a total of one thousand, five hundred twelve divisors.
Prime factorization of 14040841042742007744:
26 × 35 × 432 × 972 × 3733
(2 × 2 × 2 × 2 × 2 × 2 × 3 × 3 × 3 × 3 × 3 × 43 × 43 × 97 × 97 × 373 × 373 × 373)See below for interesting mathematical facts about the number 14040841042742007744 from the Numbermatics database.
Names of 14040841042742007744
- Cardinal: 14040841042742007744 can be written as Fourteen quintillion, forty quadrillion, eight hundred forty-one trillion, forty-two billion, seven hundred forty-two million, seven thousand, seven hundred forty-four.
Scientific notation
- Scientific notation: 1.4040841042742007744 × 1019
Factors of 14040841042742007744
Divisors of 14040841042742007744
- Number of divisors d(n): 1512
-
Complete list of divisors:
1 2 3 4 6 8 9 12 16 18 24 27 32 36 43 48 54 64 72 81 86 96 97 108 129 144 162 172 192 194 216 243 258 288 291 324 344 373 387 388 432 486 516 576 582 648 688 746 774 776 864 873 972 1032 1119 1161 1164 1296 1376 1492 1548 1552 1728 1746 1849 1944 2064 2238 2322 2328 2592 2619 2752 2984 3096 3104 3357 3483 3492 3698 3888 4128 4171 4476 4644 4656 5184 5238 5547 5968 6192 6208 6714 6966 6984 7396 7776 7857 8256 8342 8952 9288 9312 9409 10071 10449 10476 11094 11936 12384 12513 13428 13932 13968 14792 15552 15714 16039 16641 16684 17904 18576 18624 18818 20142 20898 20952 22188 23571 23872 24768 25026 26856 27864 27936 28227 29584 30213 31428 32078 33282 33368 35808 36181 37152 37539 37636 40284 41796 41904 44376 47142 48117 49923 50052 53712 55728 55872 56454 59168 60426 62856 64156 66564 66736 71616 72362 74304 75078 75272 80568 83592 83808 84681 88752 90639 94284 96234 99846 100104 107424 108543 111456 112617 112908 118336 120852 125712 128312 133128 133472 139129 144351 144724 149769 150156 150544 161136 167184 167616 169362 177504 179353 181278 188568 192468 199692 200208 214848 217086 222912 225234 225816 241704 251424 254043 256624 266256 266944 278258 288702 289448 299538 300312 301088 322272 325629 334368 337851 338724 355008 358706 362556 377136 384936 399384 400416 404587 417387 433053 434172 449307 450468 451632 483408 502848 508086 513248 532512 538059 556516 577404 578896 599076 600624 602176 644544 651258 668736 675702 677448 689677 717412 725112 754272 762129 769872 798768 800832 809174 834774 866106 868344 898614 900936 903264 966816 976887 1013553 1016172 1026496 1065024 1076118 1113032 1154808 1157792 1198152 1201248 1213761 1252161 1299159 1302516 1351404 1354896 1379354 1434824 1450224 1508544 1524258 1539744 1555783 1597536 1614177 1618348 1669548 1732212 1736688 1797228 1801872 1806528 1933632 1953774 2027106 2032344 2069031 2152236 2226064 2286387 2309616 2315584 2396304 2402496 2427522 2504322 2598318 2605032 2702808 2709792 2758708 2869648 2900448 2930661 3048516 3079488 3111566 3195072 3228354 3236696 3339096 3464424 3473376 3509557 3594456 3603744 3641283 3756483 3897477 3907548 4054212 4064688 4138062 4304472 4452128 4572774 4619232 4667349 4792608 4842531 4855044 5008644 5196636 5210064 5405616 5419584 5517416 5739296 5800896 5861322 5982547 6097032 6207093 6223132 6456708 6473392 6678192 6928848 6946752 7019114 7188912 7207488 7282566 7512966 7794954 7815096 8108424 8129376 8276124 8608944 8791983 8904256 9145548 9238464 9334698 9585216 9685062 9710088 10017288 10393272 10420128 10528671 10811232 10923849 11034832 11269449 11478592 11722644 11965094 12194064 12414186 12446264 12913416 12946784 13356384 13495513 13857696 14002047 14038228 14377824 14527593 14565132 15025932 15589908 15630192 16216848 16258752 16552248 17217888 17397241 17583966 17947641 18291096 18621279 18669396 19370124 19420176 20034576 20786544 20840256 21057342 21622464 21847698 22069664 22538898 23445288 23930188 24388128 24828372 24892528 25826832 25893568 26712768 26991026 27715392 28004094 28076456 28755648 29055186 29130264 30051864 31179816 31260384 31586013 32433696 32771547 33104496 33808347 34435776 34794482 35167932 35895282 36582192 37242558 37338792 38740248 38840352 40069152 40486539 41573088 42006141 42114684 43582779 43695396 44139328 45077796 46890576 47860376 48776256 49656744 49785056 51653664 51895117 52191723 53842923 53982052 55863837 56008188 56152912 58110372 58260528 60103728 62359632 62520768 63172026 64867392 65543094 66208992 66898669 67616694 69588964 70335864 71790564 73164384 74485116 74677584 77480496 77680704 80138304 80973078 83146176 84012282 84229368 87165558 87390792 90155592 93781152 94758039 95720752 98314641 99313488 99570112 103307328 103790234 104383446 107685846 107964104 111727674 112016376 112305824 116220744 116521056 120207456 121459617 124719264 126018423 126344052 131086188 132417984 133797338 135233388 139177928 140671728 143581128 146328768 148970232 149355168 150910951 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43568293375602 46633678667838 46754179129512 46874990961888 48509027675928 48634374000672 50459792863968 52598451520701 52734364832124 54713670750756 55269545087808 55845269515806 58091057834136 62178238223784 62338905506016 62988269105037 64678703567904 65352440063403 70131268694268 70312486442832 72951561001008 74460359354408 77454743778848 78286067379648 79101547248186 82904317631712 83767904273709 83984358806716 87136586751204 93267357335676 93508358259024 93749981923776 97018055351856 97268748001344 100919585727936 105196903041402 105468729664248 109427341501512 111690539031612 116182115668272 118652320872279 124356476447568 124677811012032 125976538210074 129357407135808 130704880126806 140262537388536 140624972885664 145903122002016 148920718708816 154909487557696 158203094496372 165808635263424 167535808547418 167968717613432 174273173502408 186534714671352 187016716518048 188964807315111 194036110703712 196057320190209 210393806082804 210937459328496 218854683003024 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1568458561521672 1683150448662432 1700683265835999 1787048624505792 1805663714344394 1898437133956464 2010429702569016 2015624611361184 2091278082028896 2261733415390143 2267577687781332 2352687842282508 2531249511941952 2680572936758688 2708495571516591 3015644553853524 3023436917041776 3136917123043344 3366300897324864 3401366531671998 3611327428688788 3796874267912928 4020859405138032 4031249222722368 4182556164057792 4523466830780286 4535155375562664 4705375684565016 5102049797507997 5361145873517376 5416991143033182 6031289107707048 6046873834083552 6273834246086688 6802733063343996 7222654857377576 7593748535825856 8041718810276064 8125486714549773 9046933661560572 9070310751125328 9410751369130032 10204099595015994 10833982286066364 12062578215414096 12093747668167104 12547668492173376 13605466126687992 14445309714755152 16083437620552128 16250973429099546 18093867323121144 18140621502250656 18821502738260064 20408199190031988 21667964572132728 24125156430828192 24376460143649319 27210932253375984 28890619429510304 32501946858199092 36187734646242288 36281243004501312 37643005476520128 40816398380063976 43335929144265456 48250312861656384 48752920287298638 54421864506751968 57781238859020608 65003893716398184 72375469292484576 73129380430947957 81632796760127952 86671858288530912 97505840574597276 108843729013503936 130007787432796368 144750938584969152 146258760861895914 163265593520255904 173343716577061824 195011681149194552 219388141292843871 260015574865592736 292517521723791828 326531187040511808 390023362298389104 438776282585687742 520031149731185472 585035043447583656 780046724596778208 877552565171375484 1170070086895167312 1560093449193556416 1755105130342750968 2340140173790334624 3510210260685501936 4680280347580669248 7020420521371003872 14040841042742007744
- Sum of all divisors σ(n): 43290400112592993360
- Sum of proper divisors (its aliquot sum) s(n): 29249559069850985616
- 14040841042742007744 is an abundant number, because the sum of its proper divisors (29249559069850985616) is greater than itself. Its abundance is 15208718027108977872
Bases of 14040841042742007744
- Binary: 11000010110110110001011010001001011011000101110011010111110000002
- Hexadecimal: 0xC2DB16896C5CD7C0
- Base-36: 2YOBQR3ZNWC00
Squares and roots of 14040841042742007744
- 14040841042742007744 squared (140408410427420077442) is 197145217187548471335424633988155969536
- 14040841042742007744 cubed (140408410427420077443) is 2768084656867217665536513615504975578905947830187540086784
-
The
square root of 14040841042742007744 is 3747111026.2096595293 -
The
cube root of 14040841042742007744 is 2412483.6251633499
Scales and comparisons
How big is 14040841042742007744?- 14,040,841,042,742,007,744 seconds is equal to 293,274,701,009 years, 3 weeks, 3 days, 15 hours, 30 minutes, 7 seconds.
-
To count from 1 to 14,040,841,042,742,007,744 would take you about two hundred ninety-three billion, two hundred seventy-four million, seven hundred one thousand and nine 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 14040841042742007744 cubic inches would be around 201040.3 feet tall.
Recreational maths with 14040841042742007744
- 14040841042742007744 backwards is 44770024724014804041
- The number of decimal digits it has is: 20
- The sum of 14040841042742007744's digits is 63
- More coming soon!
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"Number 14040841042742007744 - Facts about the integer". Numbermatics.com. 2024. Web. 22 May 2024.
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Numbermatics. (2024). Number 14040841042742007744 - Facts about the integer. Retrieved 22 May 2024, from https://numbermatics.com/n/14040841042742007744/
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Numbermatics. 2024. "Number 14040841042742007744 - Facts about the integer". https://numbermatics.com/n/14040841042742007744/
The information we have on file for 14040841042742007744 includes mathematical data and numerical statistics calculated using standard algorithms and methods. We are adding more all the time. If there are any features you would like to see, please contact us. Information provided for educational use, intellectual curiosity and fun!
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