142529630278849569
142,529,630,278,849,569 is an odd composite number composed of seven prime numbers multiplied together.
142529630278849569 is an odd composite number. It is composed of seven distinct prime numbers multiplied together. It has a total of one thousand, two hundred ninety-six divisors.
Prime factorization of 142529630278849569:
33 × 72 × 172 × 232 × 37 × 79 × 4912
(3 × 3 × 3 × 7 × 7 × 17 × 17 × 23 × 23 × 37 × 79 × 491 × 491)See below for interesting mathematical facts about the number 142529630278849569 from the Numbermatics database.
Names of 142529630278849569
- Cardinal: 142529630278849569 can be written as One hundred forty-two quadrillion, five hundred twenty-nine trillion, six hundred thirty billion, two hundred seventy-eight million, eight hundred forty-nine thousand, five hundred sixty-nine.
Scientific notation
- Scientific notation: 1.42529630278849569 × 1017
Factors of 142529630278849569
Divisors of 142529630278849569
- Number of divisors d(n): 1296
-
Complete list of divisors:
1 3 7 9 17 21 23 27 37 49 51 63 69 79 111 119 147 153 161 189 207 237 259 289 333 357 391 441 459 483 491 529 553 621 629 711 777 833 851 867 999 1071 1127 1173 1323 1343 1449 1473 1587 1659 1813 1817 1887 2023 2133 2331 2499 2553 2601 2737 2923 3213 3381 3437 3519 3703 3871 4029 4347 4403 4419 4761 4977 5439 5451 5661 5957 6069 6647 6993 7497 7659 7803 8211 8347 8769 8993 9401 10143 10311 10557 10693 11109 11293 11613 12087 12719 13209 13257 14161 14283 14467 14931 16317 16353 16983 17871 18167 18207 19159 19573 19941 20461 22491 22831 22977 24059 24633 25041 25921 26307 26979 28203 30429 30821 30889 30933 32079 33327 33879 34839 36261 38157 38789 39627 41699 41791 42483 43401 46529 48951 49059 49691 53613 54501 54621 57477 58429 58719 59823 61383 62951 65807 67229 68493 72177 73899 74851 75123 77763 78921 79051 80937 84609 89033 92463 92667 92799 96237 99981 101269 101637 104517 114471 116367 118881 125097 125373 127169 127449 130203 137011 139587 141899 143227 149073 152881 159817 160839 163503 172431 175287 176157 179469 184149 188853 191981 197421 201687 205479 216223 216531 224553 225369 233289 237153 241081 242811 245939 253827 259739 267099 271523 277389 278001 288711 292537 303807 304911 308839 325703 332741 343413 347837 349101 375291 376119 381507 382347 390609 409003 411033 417841 418761 425697 429681 440657 447219 458643 470603 479451 490509 517293 523957 525113 525861 528471 552447 553357 566559 575943 592263 605061 616437 648669 649593 659413 673659 699867 708883 710447 711459 723243 737817 779217 801297 814569 832167 834003 844747 877611 890183 892147 911421 926517 959077 977109 993293 998223 1043511 1047303 1070167 1118719 1125873 1128357 1142893 1144521 1227009 1233099 1253523 1256283 1277091 1289043 1321971 1341657 1343867 1375929 1411809 1435193 1438353 1513561 1546267 1571871 1575339 1577583 1660071 1687567 1699677 1721573 1727829 1776789 1815183 1818173 1900661 1946007 1978239 2020977 2047759 2126649 2131341 2134377 2161873 2169729 2213451 2329187 2337651 2403891 2434859 2443707 2534241 2632833 2670549 2676441 2734263 2779551 2877231 2924887 2931327 2979879 2994669 3130533 3210501 3263677 3294221 3356157 3428679 3433563 3675791 3681027 3699297 3760569 3831273 3867129 3965913 4031601 4098377 4127787 4235427 4305579 4315059 4415563 4540683 4615891 4638801 4715613 4726017 4973129 4980213 5062701 5164719 5183487 5250263 5454519 5544863 5656597 5701983 5838021 5913229 5934717 6143277 6245029 6379947 6394023 6485619 6509187 6640353 6953051 6987561 7012953 7103297 7304577 7331121 7491169 7602723 7898499 8000251 8011647 8029323 8338653 8631693 8774661 8793981 8919997 8939637 8984007 9391599 9407069 9610343 9631503 9791031 9882663 10046351 10068471 10286037 10823869 11027373 11043081 11210021 11281707 11812969 11897739 12051011 12077599 12094803 12295131 12706281 12727211 12916737 13246689 13622049 13847673 13916403 14146839 14178051 14919387 14940639 15133111 15166499 15188103 15494157 15750789 16304309 16363557 16634589 16969791 17105949 17739687 17804151 18429831 18735087 19045399 19139841 19182069 19429181 19456857 20474209 20519381 20859153 20962683 21309891 21913731 22473507 22808169 22845739 24000753 24034941 24087969 24398281 25730537 25895079 26286539 26323983 26759991 26818911 28221207 28688639 28831029 28894509 29373093 29647989 30139053 30205413 30858111 30908941 32311237 32471607 33009439 33082119 33630063 34811903 35438907 36153033 36232797 36284409 36751841 36885393 38181633 38750211 38814041 39596179 39740067 40866147 41392603 41543019 41749209 43715203 44758161 45399333 45499497 45564309 46482471 47252367 48912927 49090671 49723079 49903767 50909373 51317847 53219061 55289493 56001757 56205261 57136197 58287543 58370571 61422627 61558143 62439979 62577459 62888049 63929673 65741193 67272401 67420521 68537217 69672409 70324457 72002259 73194843 75064571 75767083 77191611 78470147 78859617 78971949 80279973 84543193 84663621 86065917 86493087 88119279 88943967 90417159 92726823 94262671 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430907001 437079853 438044177 440216343 446871163 447507711 454919847 470906807 479760519 487706863 490127493 504015813 512363901 514225773 524587887 525451997 549291029 552017319 552803643 554023287 561160463 561959811 591802351 602461419 605451609 615479793 616834953 627051681 632920113 649087761 658753587 659838697 675581139 681903747 693198219 694724499 704679763 706231323 709736553 743158451 759217097 760888737 771788661 773491449 774593253 815094861 831519759 834541407 845292343 848364039 872403399 891254853 892722943 933224551 939921381 952029869 955489437 971315349 992299707 1005449669 1044184659 1046488431 1047979107 1061479643 1069096833 1086804441 1117600281 1143630817 1147786641 1180310481 1195515769 1199860137 1224038403 1244312331 1288040411 1292721003 1311239559 1314132531 1340613489 1342523133 1364759541 1412720421 1436119517 1439281557 1463120589 1470382479 1512047439 1537091703 1576355991 1602465407 1617462511 1647873087 1656051957 1683481389 1685879433 1775407053 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124532123289 124709513733 126316077517 126594767153 127404317151 133184475207 136092067223 136586610279 142783356303 143492031333 145868710941 148611248397 153833799357 156381771189 159760252827 160112729943 162406385379 168724636227 170898222523 171275273207 174975515001 177873660177 182913912657 193177482057 197070182883 200334285291 200619652527 201062277243 203652451507 211575337491 216146224413 219413741033 219726286101 231215242237 235562414829 240652599063 247471764183 251570675391 257572652517 257996930527 269701895239 271040503629 271426588713 272025433917 275529787333 290574954341 297276740019 302865961923 310763775483 318702090651 323448011217 331710339249 334814739777 340360325529 341109729009 346759579593 348480647523 364890799441 372775594627 373596369867 378948232551 379784301459 408276201669 409759830837 415038540413 428350068909 437606132823 461501398071 467446665679 469145313567 487219156137 493675787479 512694667569 513825819621 524926545003 533620980531 548741737971 561522731147 579532446171 586998242579 591210548649 601002855873 610957354521 632427841801 634726012473 658241223099 659178858303 693645726711 706687244487 721957797189 742415292549 754712026173 773990791581 794174092901 809105685717 813121510887 826589361999 871724863023 886163370071 891830220057 932291326449 956106271953 995131017747 1004444219331 1021080976587 1040278738779 1094672398323 1118326783881 1120789109601 1136844697653 1139352904377 1198926912449 1224828605007 1245115621239 1363698061357 1402339997037 1407435940701 1425567160549 1481027362437 1535896187231 1538084002707 1541477458863 1600862941593 1684568193441 1760994727737 1803008567619 1805978513689 1832872063563 1897283525403 1904178037419 1928708511331 1974723669297 2080937180133 2120061733461 2165873391567 2264136078519 2321972374743 2382522278703 2427317057151 2439364532661 2479768085997 2609429162389 2615174589069 2658490110213 2868318815859 2905269782891 2911679644519 3063242929761 3284017194969 3354980351643 3410534092959 3418058713131 3596780737347 3674485815021 3735346863717 3930659118029 4091094184071 4207019991111 4276701481647 4443082087311 4607688561693 4614252008121 4624432376589 4684006384661 5053704580323 5282984183211 5417935541067 5498616190689 5691850576209 5786125533993 5924171007891 6203143590497 6242811540399 6337185108659 6965917124229 7147566836109 7281951171453 7439304257991 7828287487167 7845523767207 7975470330639 8392488387143 8715809348673 8735038933557 9545886429499 9852051584907 9978970123843 10064941054929 10751273310617 10790342212041 11206040591151 11791977354087 12273282552213 12621059973333 12830104444941 13329246261933 13500959579317 13823065685079 14052019153983 15161113740969 15848952549633 16253806623201 17075551728627 17358376601979 18266004136723 18609430771491 19011555325977 20381757511633 21442700508327 23484862461501 23926410991917 25177465161429 26147428046019 26205116800671 28637659288497 29936910371529 32253819931851 32371026636123 32788044692627 35375932062261 36819847656639 38490313334823 40502878737951 41469197055237 42156057461949 44360295760613 48761419869603 52075129805937 54798012410169 55828292314473 57034665977931 61145272534899 66821205006493 70454587384503 75532395484287 78442284138057 78615350402013 85912977865491 89810731114587 96761459795553 98364134077881 106127796186783 107732146847203 121508636213853 126468172385847 133080887281839 142672302581431 164394037230507 167484876943419 171103997933793 183435817604697 200463615019479 226597186452861 229516312848389 257738933596473 269432193343761 290284379386659 295092402233643 310522070324291 323196440541609 364525908641559 399242661845517 428016907744293 493182111691521 550307452814091 601390845058437 688548938545167 754125027930421 885277206700929 931566210972873 969589321624827 1197727985536551 1284050723232879 1804172535175311 2065646815635501 2262375083791263 2794698632918619 2908767964874481 3852152169698637 5278875195512947 6196940446906503 6787125251373789 8384095898755857 15836625586538841 20361375754121367 47509876759616523 142529630278849569
- Sum of all divisors σ(n): 284262996703929600
- Sum of proper divisors (its aliquot sum) s(n): 141733366425080031
- 142529630278849569 is a deficient number, because the sum of its proper divisors (141733366425080031) is less than itself. Its deficiency is 796263853769538
Bases of 142529630278849569
- Binary: 1111110100101110111110001100011101011110100010100001000012
- Hexadecimal: 0x1FA5DF18EBD1421
- Base-36: 12ZEJC860YE9
Squares and roots of 142529630278849569
- 142529630278849569 squared (1425296302788495692) is 20314695507425551868216022131485761
- 142529630278849569 cubed (1425296302788495693) is 2895446039900770246934489832511659435857695784487009
-
The
square root of 142529630278849569 is 377530965.9866983269 -
The
cube root of 142529630278849569 is 522358.1633476751
Scales and comparisons
How big is 142529630278849569?- 142,529,630,278,849,569 seconds is equal to 4,532,001,369 years, 40 weeks, 1 day, 19 hours, 6 minutes, 9 seconds.
-
To count from 1 to 142,529,630,278,849,569 would take you about thirteen billion, five hundred ninety-six million, four thousand, one hundred 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 142529630278849569 cubic inches would be around 43529.8 feet tall.
Recreational maths with 142529630278849569
- 142529630278849569 backwards is 965948872036925241
- The number of decimal digits it has is: 18
- The sum of 142529630278849569's digits is 90
- More coming soon!
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"Number 142529630278849569 - Facts about the integer". Numbermatics.com. 2024. Web. 11 May 2024.
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Numbermatics. (2024). Number 142529630278849569 - Facts about the integer. Retrieved 11 May 2024, from https://numbermatics.com/n/142529630278849569/
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The information we have on file for 142529630278849569 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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