1142990636035449140800
1,142,990,636,035,449,140,800 is an even composite number composed of six prime numbers multiplied together.
1142990636035449140800 is an even composite number. It is composed of six distinct prime numbers multiplied together. It has a total of seven hundred fifty-six divisors.
Prime factorization of 1142990636035449140800:
26 × 52 × 7 × 1072 × 271 × 1813612
(2 × 2 × 2 × 2 × 2 × 2 × 5 × 5 × 7 × 107 × 107 × 271 × 181361 × 181361)See below for interesting mathematical facts about the number 1142990636035449140800 from the Numbermatics database.
Names of 1142990636035449140800
- Cardinal: 1142990636035449140800 can be written as One sextillion, one hundred forty-two quintillion, nine hundred ninety quadrillion, six hundred thirty-six trillion, thirty-five billion, four hundred forty-nine million, one hundred forty thousand, eight hundred.
Scientific notation
- Scientific notation: 1.1429906360354491408 × 1021
Factors of 1142990636035449140800
Divisors of 1142990636035449140800
- Number of divisors d(n): 756
-
Complete list of divisors:
1 2 4 5 7 8 10 14 16 20 25 28 32 35 40 50 56 64 70 80 100 107 112 140 160 175 200 214 224 271 280 320 350 400 428 448 535 542 560 700 749 800 856 1070 1084 1120 1355 1400 1498 1600 1712 1897 2140 2168 2240 2675 2710 2800 2996 3424 3745 3794 4280 4336 5350 5420 5600 5992 6775 6848 7490 7588 8560 8672 9485 10700 10840 11200 11449 11984 13550 14980 15176 17120 17344 18725 18970 21400 21680 22898 23968 27100 28997 29960 30352 34240 37450 37940 42800 43360 45796 47425 47936 54200 57245 57994 59920 60704 74900 75880 80143 85600 86720 91592 94850 108400 114490 115988 119840 121408 144985 149800 151760 160286 171200 181361 183184 189700 202979 216800 228980 231976 239680 286225 289970 299600 303520 320572 362722 366368 379400 400715 405958 433600 457960 463952 572450 579940 599200 607040 641144 724925 725444 732736 758800 801430 811916 906805 915920 927904 1014895 1144900 1159880 1198400 1269527 1282288 1449850 1450888 1517600 1602860 1623832 1813610 1831840 1855808 2003575 2029790 2289800 2319760 2539054 2564576 2899700 2901776 3035200 3102679 3205720 3247664 3627220 3663680 4007150 4059580 4534025 4579600 4639520 5074475 5078108 5129152 5799400 5803552 6205358 6347635 6411440 6495328 7254440 8014300 8119160 9068050 9159200 9279040 10148950 10156216 11598800 11607104 12410716 12695270 12822880 12990656 14508880 15513395 16028600 16238320 18136100 18318400 19405627 20297900 20312432 21718753 23197600 24821432 25390540 25645760 29017760 31026790 31738175 32057200 32476640 36272200 38811254 40595800 40624864 43437506 46395200 49148831 49642864 50781080 58035520 62053580 63476350 64114400 64953280 72544400 77566975 77622508 81191600 81249728 86875012 97028135 98297662 99285728 101562160 108593765 124107160 126952700 128228800 135839389 145088800 155133950 155245016 162383200 173750024 194056270 196595324 198571456 203124320 217187530 245744155 248214320 253905400 271678778 290177600 310267900 310490032 324766400 344041817 347500048 388112540 393190648 406248640 434375060 485140675 491488310 496428640 507810800 542968825 543357556 620535800 620980064 679196945 688083634 695000096 776225080 786381296 868750120 970281350 982976620 992857280 1015621600 1085937650 1086715112 1228720775 1241071600 1241960128 1358393890 1376167268 1390000192 1552450160 1572762592 1720209085 1737500240 1940562700 1965953240 2031243200 2076402089 2171875300 2173430224 2457441550 2482143200 2716787780 2752334536 3104900320 3145525184 3395984725 3440418170 3475000480 3881125400 3931906480 4152804178 4343750600 4346860448 4914883100 4964286400 5258924917 5433575560 5504669072 6209800640 6791969450 6880836340 6950000960 7762250800 7863812960 8305608356 8601045425 8687501200 8693720896 9829766200 10382010445 10517849834 10867151120 11009338144 13583938900 13761672680 14534814623 15524501600 15727625920 16611216712 17202090850 17375002400 19659532400 20764020890 21035699668 21734302240 22018676288 26294624585 27167877800 27523345360 29069629246 31049003200 32891812321 33222433424 34404181700 34750004800 36812474419 39319064800 41528041780 42071399336 43468604480 51910052225 52589249170 54335755600 55046690720 58139258492 65783624642 66444866848 68808363400 72674073115 73624948838 78638129600 83056083560 84142798672 103820104450 105178498340 108671511200 110093381440 116278516984 131473122925 131567249284 132889733696 137616726800 145348146230 147249897676 164459061605 166112167120 168285597344 184062372095 207640208900 210356996680 217343022400 230242686247 232557033968 262946245850 263134498568 275233453600 290696292460 294499795352 328918123210 332224334240 336571194688 363370365575 368124744190 415280417800 420713993360 460485372494 465114067936 525892491700 526268997136 550466907200 562704966119 581392584920 588999590704 657836246420 664448668480 726740731150 736249488380 822295308025 830560835600 841427986720 920311860475 920970744988 930228135872 1051784983400 1052537994272 1125409932238 1151213431235 1162785169840 1177999181408 1315672492840 1453481462300 1472498976760 1644590616050 1661121671200 1682855973440 1840623720950 1841941489976 2103569966800 2105075988544 2250819864476 2302426862470 2325570339680 2355998362816 2631344985680 2813524830595 2906962924600 2944997953520 3289181232100 3322243342400 3519423918347 3681247441900 3683882979952 3938934762833 4207139933600 4501639728952 4604853724940 4651140679360 5262689971360 5627049661190 5756067156175 5813925849200 5889995907040 6578362464200 7038847836694 7362494883800 7367765959904 7877869525666 8414279867200 8913681138991 9003279457904 9209707449880 10525379942720 11254099322380 11512134312350 11627851698400 11779991814080 13156724928400 14067624152975 14077695673388 14724989767600 14735531919808 15755739051332 17597119591735 17827362277982 18006558915808 18419414899760 19694673814165 22508198644760 23024268624700 23255703396800 24635967428429 26313449856800 28135248305950 28155391346776 29449979535200 31511478102664 35194239183470 35654724555964 36013117831616 36838829799520 39389347628330 44568405694955 45016397289520 46048537249400 49271934856858 52626899713600 56270496611900 56310782693552 58899959070400 62395767972937 63022956205328 70388478366940 71309449111928 73677659599040 78778695256660 87985597958675 89136811389910 90032794579040 92097074498800 98473369070825 98543869713716 112540993223800 112621565387104 123179837142145 124791535945874 126045912410656 140776956733880 142618898223856 157557390513320 175971195917350 178273622779820 180065589158080 184194148997600 196946738141650 197087739427432 222842028474775 225081986447600 225243130774208 246359674284290 249583071891748 252091824821312 281553913467760 285237796447712 311978839864685 315114781026640 351942391834700 356547245559640 368388297995200 376578359263129 393893476283300 394175478854864 445684056949550 450163972895200 492719348568580 499166143783496 563107826935520 570475592895424 615899185710725 623957679729370 630229562053280 703884783669400 713094491119280 753156718526258 787786952566600 788350957709728 891368113899100 900327945790400 953763881872037 985438697137160 998332287566992 1126215653871040 1231798371421450 1247915359458740 1260459124106560 1407769567338800 1426188982238560 1506313437052516 1559894199323425 1575573905133200 1576701915419456 1782736227798200 1882891796315645 1907527763744074 1970877394274320 1996664575133984 2463596742842900 2495830718917480 2636048514841903 2815539134677600 2852377964477120 3012626874105032 3119788398646850 3151147810266400 3565472455596400 3765783592631290 3815055527488148 3941754788548640 3993329150267968 4768819409360185 4927193485685800 4991661437834960 5272097029683806 5631078269355200 6025253748210064 6239576797293700 6302295620532800 6676347173104259 7130944911192800 7531567185262580 7630111054976296 7883509577097280 9414458981578225 9537638818720370 9854386971371600 9983322875669920 10544194059367612 12050507496420128 12479153594587400 13180242574209515 13352694346208518 14261889822385600 15063134370525160 15260222109952592 18828917963156450 19075277637440740 19708773942743200 19966645751339840 21088388118735224 23844097046800925 24101014992840256 24958307189174800 26360485148419030 26705388692417036 30126268741050320 30520444219905184 33381735865521295 37657835926312900 38150555274881480 39417547885486400 42176776237470448 47688194093601850 49916614378349600 52720970296838060 53410777384834072 60252537482100640 61040888439810368 65901212871047575 66763471731042590 75315671852625800 76301110549762960 84353552474940896 95376388187203700 99833228756699200 102052735360307959 105441940593676120 106821554769668144 120505074964201280 131802425742095150 133526943462085180 150631343705251600 152602221099525920 166908679327606475 168707104949881792 190752776374407400 204105470720615918 210883881187352240 213643109539336288 263604851484190300 267053886924170360 301262687410503200 305204442199051840 333817358655212950 381505552748814800 408210941441231836 421767762374704480 427286219078672576 510263676801539795 527209702968380600 534107773848340720 602525374821006400 667634717310425900 714369147522155713 763011105497629600 816421882882463672 843535524749408960 1020527353603079590 1054419405936761200 1068215547696681440 1335269434620851800 1428738295044311426 1526022210995259200 1632843765764927344 2041054707206159180 2108838811873522400 2136431095393362880 2551318384007698975 2670538869241703600 2857476590088622852 3265687531529854688 3571845737610778565 4082109414412318360 4217677623747044800 5102636768015397950 5341077738483407200 5714953180177245704 6531375063059709376 7143691475221557130 8164218828824636720 10205273536030795900 10682155476966814400 11429906360354491408 14287382950443114260 16328437657649273440 17859228688053892825 20410547072061591800 22859812720708982816 28574765900886228520 32656875315298546880 35718457376107785650 40821094144123183600 45719625441417965632 57149531801772457040 71436914752215571300 81642188288246367200 114299063603544914080 142873829504431142600 163284376576492734400 228598127207089828160 285747659008862285200 571495318017724570400 1142990636035449140800
- Sum of all divisors σ(n): 3256563997425442867072
- Sum of proper divisors (its aliquot sum) s(n): 2113573361389993726272
- 1142990636035449140800 is an abundant number, because the sum of its proper divisors (2113573361389993726272) is greater than itself. Its abundance is 970582725354544585472
Bases of 1142990636035449140800
- Binary: 11110111110110001011100111011110100110011110101011110110110110010000002
- Hexadecimal: 0x3DF62E77A67ABDB640
- Base-36: 6P7WNH8HJDA98G
Squares and roots of 1142990636035449140800
- 1142990636035449140800 squared (11429906360354491408002) is 1306427594064720567978547739183458224640000
- 1142990636035449140800 cubed (11429906360354491408003) is 1493234506674296522883087038492590547046540558676181389312000000
-
The
square root of 1142990636035449140800 is 33808144522.2219958021 -
The
cube root of 1142990636035449140800 is 10455566.2326035047
Scales and comparisons
How big is 1142990636035449140800?- 1,142,990,636,035,449,140,800 seconds is equal to 293,274,701,009 years, 3 weeks, 3 days, 15 hours, 30 minutes, 7 seconds.
-
To count from 1 to 1,142,990,636,035,449,140,800 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 1142990636035449140800 cubic inches would be around 871297.2 feet tall.
Recreational maths with 1142990636035449140800
- 1142990636035449140800 backwards is 0080419445306360992411
- The number of decimal digits it has is: 22
- The sum of 1142990636035449140800's digits is 79
- More coming soon!
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The information we have on file for 1142990636035449140800 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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