1346745459777130

Names of 1346745459777130

• Cardinal: 1346745459777130 can be written as One quadrillion, three hundred forty-six trillion, seven hundred forty-five billion, four hundred fifty-nine million, seven hundred seventy-seven thousand, one hundred thirty.

Scientific notation

• Scientific notation: 1.34674545977713 × 10¹⁵

Factors of 1346745459777130

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 2446

Divisors of 1346745459777130

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 5 7 10 14 19 35 38 70 89 95 133 137 157 178 190 266 274 307 314 445 614 623 665 685 785 890 959 1099 1246 1330 1370 1535 1570 1691 1723 1918 2149 2198 2603 2983 3070 3115 3382 3446 4298 4795 5206 5495 5833 5966 6230 8455 8615 9590 10745 10990 11666 11837 12061 12193 13015 13973 14915 16910 17230 18221 20881 21490 21509 23674 24122 24386 26030 27323 27946 29165 29830 32737 36442 40831 41762 42059 43018 48199 54646 58330 59185 60305 60965 65474 69865 81662 84118 85351 91105 96398 97811 104405 107545 118370 120610 121930 136615 139730 150563 153347 163685 170702 182210 191261 195622 204155 208810 210295 215090 229159 231667 236051 240995 265487 270511 273230 294413 301126 306694 327370 337393 382522 408310 408671 420590 426755 458318 463334 472102 481990 489055 519137 528961 530974 541022 588826 674786 752815 766735 799121 817342 853510 915781 956305 978110 1038274 1057922 1073429 1145795 1158335 1180255 1327435 1352555 1472065 1505630 1533470 1598242 1621669 1652357 1686965 1831562 1858409 1893577 1912610 1914301 2043355 2146858 2291590 2316670 2360510 2595685 2644805 2654870 2705110 2860697 2913593 2944130 3243338 3304714 3373930 3633959 3702727 3716818 3743251 3787154 3828602 3995605 4086710 4289711 4484969 4578905 5139709 5191370 5289610 5367145 5593847 5721394 5827186 6410467 6603263 7267918 7405454 7486502 7991210 8108345 8261785 8579422 8969938 9157810 9292045 9467885 9571505 10050259 10279418 10734290 11187694 12820934 13206526 13400107 14303485 14567965 16216690 16523570 18169795 18513635 18584090 18716255 18935770 19143010 20100518 20395151 21008539 21448555 22424845 24075479 25698545 26202757 26800214 27969235 28606970 29135930 30027977 31394783 32052335 33016315 35977963 36339590 36371719 37027270 37060007 37432510 40790302 42017078 42897110 44849690 46222841 47077529 48150958 50251295 51397090 52405514 55938470 60055954 62789566 64104670 66032630 67000535 70351813 71121769 71955926 72467657 72743438 74120014 81504509 83046877 92445682 94155058 100502590 101975755 105042695 120377395 125461997 131013785 134001070 140703626 142243538 144935314 147059773 150139885 156973915 163009018 166093754 168528353 179889815 181858595 185300035 203951510 210085390 231114205 235387645 240754790 250923994 254602033 259420049 262027570 294119546 300279770 313947830 329542703 337056706 351759065 355608845 359779630 362338285 363717190 370600070 399162241 407522545 415234385 457434101 462228410 470775290 497852383 507273599 509204066 518840098 570531563 581328139 587690407 627309985 659085406 703518130 704140133 711217690 724676570 735298865 798324482 815045090 830468770 842641765 878233979 894473051 914868202 995704766 1014547198 1141063126 1162656278 1175380814 1254619970 1273010165 1297100245 1376885483 1408280266 1470597730 1577890663 1647713515 1685283530 1756467958 1788946102 1995811205 2287170505 2489261915 2536367995 2546020330 2594200490 2753770966 2794135687 2852657815 2906640695 2938452035 3155781326 3202038707 3295427030 3298340623 3520700665 3991622410 4113832849 4391169895 4472365255 4574341010 4928980931 4978523830 5072735990 5588271374 5705315630 5813281390 5876904070 6261311357 6404077414 6449621473 6596681246 6884427415 7041401330 7391172053 7889453315 8227665698 8782339790 8944730510 9638198381 9857961862 11045234641 11166117733 11377422149 12522622714 12899242946 13768854830 13970678435 14782344106 15778906630 16010193535 16491703115 19276396762 20569164245 22090469282 22332235466 22754844298 23088384361 24644904655 27941356870 31306556785 32020387070 32248107365 32983406230 36955860265 41138328490 45147350311 46176768722 48190991905 49289809310 51738204371 55226173205 55830588665 56887110745 62613113570 62668471837 64496214730 73911720530 78162824131 79641955043 90294700622 96381983810 103476408742 110452346410 111661177330 113774221490 115441921805 122542807987 125336943674 140432269007 156325648262 159283910086 216171020831 225736751555 230883843610 245085615974 258691021855 280864538014 313342359185 390814120655 398209775215 432342041662 438679302859 451473503110 517382043710 612714039935 626684718370 702161345035 781628241310 796419550430 857799655909 877358605718 983025883049 1012590571261 1080855104155 1225428079870 1404322690070 1513197145817 1715599311818 1966051766098 2025181142522 2161710208310 2193396514295 3026394291634 4288998279545 4386793028590 4915129415245 5062952856305 7088133998827 7565985729085 8577996559090 9830258830490 10125905712610 14176267997654 15131971458170 19239220853959 35440669994135 38478441707918 70881339988270 96196104269795 134674545977713 192392208539590 269349091955426 673372729888565 1346745459777130
• Sum of all divisors σ(n): 3000952688025600
• Sum of proper divisors (its aliquot sum) s(n): 1654207228248470
• 1346745459777130 is an abundant number, because the sum of its proper divisors (1654207228248470) is greater than itself. Its abundance is 307461768471340

Bases of 1346745459777130

• Binary: 100110010001101101110011100101110111001111001101010₂
• Hexadecimal: 0x4C8DB9CBB9E6A
• Base-36: D9DQBMTAWA

Squares and roots of 1346745459777130

• 1346745459777130 squared (1346745459777130²) is 1813723333430313278709271036900
• 1346745459777130 cubed (1346745459777130³) is 2442623664589116115157811508428632238006097000
• The square root of 1346745459777130 is 36698030.7343204725
• The cube root of 1346745459777130 is 110432.0599478917

Scales and comparisons

• 1,346,745,459,777,130 seconds is equal to 42,822,339 years, 44 weeks, 6 days, 9 hours, 12 minutes, 10 seconds.
• To count from 1 to 1,346,745,459,777,130 would take you about one hundred twenty-eight million, four hundred sixty-seven thousand and nineteen 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 1346745459777130 cubic inches would be around 9202.7 feet tall.

Recreational maths with 1346745459777130

• 1346745459777130 backwards is 0317779545476431
• The number of decimal digits it has is: 16
• The sum of 1346745459777130's digits is 73
• More coming soon!