13466664380748428990
13,466,664,380,748,428,990 is an even composite number composed of five prime numbers multiplied together.
13466664380748428990 is an even composite number. It is composed of five distinct prime numbers multiplied together. It has a total of six hundred forty divisors.
Prime factorization of 13466664380748428990:
2 × 5 × 73 × 199 × 233
(2 × 5 × 7 × 7 × 7 × 19 × 19 × 19 × 19 × 19 × 19 × 19 × 19 × 19 × 23 × 23 × 23)See below for interesting mathematical facts about the number 13466664380748428990 from the Numbermatics database.
Names of 13466664380748428990
- Cardinal: 13466664380748428990 can be written as Thirteen quintillion, four hundred sixty-six quadrillion, six hundred sixty-four trillion, three hundred eighty billion, seven hundred forty-eight million, four hundred twenty-eight thousand, nine hundred ninety.
Scientific notation
- Scientific notation: 1.346666438074842899 × 1019
Factors of 13466664380748428990
Divisors of 13466664380748428990
- Number of divisors d(n): 640
-
Complete list of divisors:
1 2 5 7 10 14 19 23 35 38 46 49 70 95 98 115 133 161 190 230 245 266 322 343 361 437 490 529 665 686 722 805 874 931 1058 1127 1330 1610 1715 1805 1862 2185 2254 2527 2645 3059 3430 3610 3703 4370 4655 5054 5290 5635 6118 6517 6859 7406 7889 8303 9310 10051 11270 12167 12635 13034 13718 15295 15778 16606 17689 18515 20102 21413 24334 25270 25921 30590 32585 34295 35378 37030 39445 41515 42826 48013 50255 51842 58121 60835 65170 68590 70357 78890 83030 85169 88445 96026 100510 107065 116242 121670 123823 129605 130321 140714 149891 157757 170338 176890 181447 190969 214130 231173 240065 247646 259210 260642 290605 299782 315514 336091 351785 362894 381938 406847 425845 462346 480130 492499 581210 596183 619115 651605 672182 703570 749455 788785 813694 851690 907235 912247 954845 984998 1104299 1155865 1192366 1238230 1303210 1336783 1498910 1577570 1618211 1680455 1814470 1824494 1909690 2034235 2208598 2311730 2352637 2462495 2476099 2673566 2847929 2980915 2997383 3236422 3360910 3447493 3628411 4068470 4173281 4392287 4561235 4705274 4924990 4952198 5521495 5695858 5961830 5994766 6385729 6683915 6894986 7256822 7730093 8091055 8346562 8784574 9122470 9357481 11042990 11327477 11763185 12380495 12771458 13367830 14239645 14986915 15460186 16182110 17237465 17332693 18142055 18714962 20866405 20981681 21961435 22654954 23526370 24760990 25398877 28479290 29973830 30746009 31928645 34474930 34665386 36284110 38650465 41732810 41963362 43922870 44700103 46787405 47045881 50797754 54110651 56637385 56950277 61492018 63857290 65502367 68939809 77300930 79292339 83453453 86663465 89400206 93574810 94091762 104908405 108221302 113274770 113900554 121328851 126994385 131004734 137879618 146871767 153730045 158584678 166906906 173326930 177792139 209816810 215222063 223500515 235229405 242657702 253988770 270553255 284751385 293743534 307460090 327511835 329321167 344699045 355584278 396461695 398651939 417267265 430444126 447001030 470458810 482578663 541106510 569502770 584174171 606644255 655023670 658642334 689398090 734358835 792923390 797303878 834534530 849301957 888960695 893871739 965157326 1028102369 1076110315 1082055263 1168348342 1213288510 1244544973 1309856371 1468717670 1506554441 1585615607 1646605835 1698603914 1777921390 1787743478 1993259695 2056204738 2152220630 2164110526 2305248169 2412893315 2489089946 2619712742 2790563573 2920870855 3013108882 3171231214 3293211670 3378050641 3986519390 4089219197 4246509785 4469358695 4610496338 4825786630 5140511845 5410276315 5581127146 5841741710 6222724865 6257102173 6549281855 6756101282 7532772205 7574386841 7928078035 8178438394 8493019570 8938717390 9168994597 10281023690 10820552630 11099309249 11526240845 12445449730 12514204346 13098563710 13952817865 15065544410 15148773682 15856156070 16136737183 16890253205 16983563041 18337989194 19533945011 20446095985 20559049997 22198618498 23052481690 23646354487 24887271049 27905635730 28624534379 30126696533 31285510865 32273474366 33780506410 33967126082 37871934205 39067890022 40892191970 41118099994 43799715211 45844972985 47292708974 49774542098 53020707887 55496546245 57249068758 60253393066 62571021730 64182962179 75743868410 77695164743 80683685915 84917815205 87599430422 91689945970 97669725055 102795249985 106041415774 110993092490 118231772435 118884941287 124436355245 128365924358 143122671895 143913349979 150633482665 155390329486 161367371830 169835630410 174210897343 195339450110 205590499970 210886875731 218998576055 236463544870 237769882574 248872710490 265103539435 286245343790 287826699958 301266965330 306598006477 320914810895 322687697779 348421794686 371144955209 388475823715 390621949943 421773751462 437997152110 449280735253 472858149931 530207078870 543866153201 572407234127 594424706435 613196012954 641829621790 645375395558 719566749895 742289910418 776951647430 781243899886 832194589009 871054486715 898561470506 945716299862 1007393449853 1054434378655 1087732306402 1144814468254 1188849412870 1219476281401 1439133499790 1476208130117 1532990032385 1613438488895 1664389178018 1742108973430 1855724776045 1953109749715 2014786899706 2108868757310 2246403676265 2258813884453 2364290749655 2438952562802 2719330766005 2734353649601 2862036170635 2952416260234 3065980064770 3226876977790 3310007049517 3711449552090 3906219499430 4006850638889 4160972945045 4492807352530 4517627768906 4728581499310 5036967249265 5438661532010 5468707299202 5724072341270 5825362123063 6097381407005 6620014099034 7051754148971 7381040650585 7421817048917 8013701277778 8321945890090 8536333969807 8984304848689 10073934498530 10333456910819 10875737448413 11294069422265 11650724246126 12194762814010 13671768248005 14103508297942 14762081301170 14843634097834 15811697191171 16550035247585 17072667939614 17968609697378 19140475547207 20034253194445 20666913821638 21751474896826 22588138844530 23170049346619 27343536496010 28047954472223 29126810615315 31623394382342 33100070495170 35258770744855 37109085244585 38280951094414 40068506388890 42681669849035 44921524243445 46340098693238 51667284554095 51952719342419 54378687242065 56095908944446 58253621230630 62890133940823 70517541489710 74218170489170 76130162138891 79058485955855 85363339698070 89843048486890 95702377736035 103334569108190 103905438684838 108757374484130 110681880338197 115850246733095 125780267881646 133983328830449 140239772361115 152260324277782 158116971911710 162190345426333 170701792125091 191404755472070 196335681305561 206639011519847 221363760676394 231700493466190 259763596712095 267966657660898 280479544722230 314450669704115 324380690852666 341403584250182 363669035396933 380650810694455 392671362611122 413278023039694 440230937585761 519527193424190 532911134972237 553409401690985 628901339408230 669916644152245 727338070793866 761301621388910 810951727131665 853508960625455 880461875171522 981678406527805 1033195057599235 1065822269944474 1106818803381970 1194912544875637 1339833288304490 1446473080638929 1621903454263330 1707017921250910 1818345176984665 1963356813055610 2066390115198470 2201154687928805 2389825089751274 2545683247778531 2664555674861185 2892946161277858 3081616563100327 3636690353969330 3730377944805659 3926141218877093 4402309375857610 5091366495557062 5329111349722370 5974562724378185 6163233126200654 7232365403194645 7460755889611318 7852282437754186 8364387814129459 10125311564472503 11949125448756370 12728416238892655 14464730806389290 15408082815501635 16728775628258918 18651889724028295 19630706094385465 20250623128945006 25456832477785310 27482988532139651 30816165631003270 37303779448056590 39261412188770930 41821939070647295 50626557822362515 54965977064279302 58550714698906213 70877180951307521 83643878141294590 101253115644725030 117101429397812426 137414942660698255 141754361902615042 192380919724977557 274829885321396510 292753573494531065 354385904756537605 384761839449955114 585507146989062130 708771809513075210 961904598624887785 1346666438074842899 1923809197249775570 2693332876149685798 6733332190374214495 13466664380748428990
- Sum of all divisors σ(n): 31194865119686400000
- Sum of proper divisors (its aliquot sum) s(n): 17728200738937971010
- 13466664380748428990 is an abundant number, because the sum of its proper divisors (17728200738937971010) is greater than itself. Its abundance is 4261536358189542020
Bases of 13466664380748428990
- Binary: 10111010111000110011001111100111101000111110101001110110101111102
- Hexadecimal: 0xBAE333E7A3EA76BE
- Base-36: 2UBA642WF0KHQ
Squares and roots of 13466664380748428990
- 13466664380748428990 squared (134666643807484289902) is 181351049543718468441744898353072420100
- 13466664380748428990 cubed (134666643807484289903) is 2442193719301737134558045301878243031433108692772298699000
-
The
square root of 13466664380748428990 is 3669695407.0805970627 -
The
cube root of 13466664380748428990 is 2379140.0737675191
Scales and comparisons
How big is 13466664380748428990?- 13,466,664,380,748,428,990 seconds is equal to 293,274,701,009 years, 3 weeks, 3 days, 15 hours, 30 minutes, 7 seconds.
-
To count from 1 to 13,466,664,380,748,428,990 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 13466664380748428990 cubic inches would be around 198261.7 feet tall.
Recreational maths with 13466664380748428990
- 13466664380748428990 backwards is 09982484708346666431
- 13466664380748428990 is a
Harshad number . - The number of decimal digits it has is: 20
- The sum of 13466664380748428990's digits is 98
- More coming soon!
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The information we have on file for 13466664380748428990 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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