1355679367020

Names of 1355679367020

• Cardinal: 1355679367020 can be written as One trillion, three hundred fifty-five billion, six hundred seventy-nine million, three hundred sixty-seven thousand and twenty.

Scientific notation

• Scientific notation: 1.35567936702 × 10¹²

Factors of 1355679367020

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 206

Divisors of 1355679367020

• Number of divisors d(n): 648
• Complete list of divisors:
  1 2 3 4 5 6 9 10 11 12 15 18 20 22 29 30 33 36 43 44 45 55 58 60 66 86 87 90 99 110 113 116 129 132 145 165 172 174 180 198 215 220 226 258 261 290 319 330 339 348 387 396 430 435 452 473 495 516 522 565 580 638 645 660 678 774 860 870 946 957 990 1017 1044 1130 1243 1247 1276 1290 1305 1356 1419 1548 1595 1695 1740 1849 1892 1914 1935 1980 2034 2260 2365 2486 2494 2580 2610 2838 2871 3190 3277 3390 3698 3729 3741 3828 3870 4068 4257 4730 4785 4859 4972 4988 5085 5220 5547 5676 5742 6215 6235 6380 6554 6780 7095 7396 7458 7482 7740 8514 9245 9460 9570 9718 9831 10170 11094 11187 11223 11484 12430 12470 12769 13108 13717 14190 14355 14577 14916 14964 16385 16641 17028 18490 18645 18705 19140 19436 19662 20339 20340 21285 22188 22374 22446 24295 24860 24940 25538 27434 27735 28380 28710 29154 29493 32770 33282 36047 36980 37290 37410 38307 39324 40678 41151 42570 43731 44748 44892 48590 49155 51076 53449 53621 54868 55470 55935 56115 57420 58308 58986 61017 63845 65540 66564 68585 72094 72885 74580 74820 76614 81356 82302 83205 85140 87462 97180 98310 101695 106898 107242 108141 110940 111870 112230 114921 117972 122034 123453 127690 137170 140459 140911 144188 145770 147465 153228 160347 160863 164604 166410 174924 180235 183051 191535 196620 203390 205755 208937 213796 214484 216282 218655 223740 224460 229842 244068 246906 255380 267245 268105 274340 280918 281822 291540 294930 305085 320694 321726 324423 332820 360470 366102 370301 383070 406780 411510 417874 421377 422733 432564 437310 459684 481041 482589 493812 534490 536210 540705 549067 561836 563644 574605 589831 589860 610170 617265 626811 641388 643452 648846 702295 704555 720940 732204 740602 766140 801735 804315 823020 835748 842754 845466 874620 915255 962082 965178 1044685 1068980 1072420 1081410 1098134 1110903 1149210 1179662 1220340 1234530 1253622 1264131 1268199 1297692 1404590 1409110 1481204 1550021 1603470 1608630 1622115 1647201 1685508 1690932 1769493 1830510 1851505 1880433 1924164 1930356 2089370 2106885 2113665 2162820 2196268 2221806 2298307 2298420 2359324 2405205 2412945 2469060 2507244 2528262 2536398 2745335 2809180 2818220 2949155 3100042 3134055 3206940 3217260 3244230 3294402 3332709 3538986 3661020 3703010 3760866 4073311 4178740 4213770 4227330 4443612 4596614 4650063 4810410 4825890 4941603 5056524 5072796 5308479 5490670 5554515 5898310 6039737 6059173 6200084 6268110 6320655 6340995 6488460 6588804 6665418 6894921 7077972 7406020 7521732 7750105 8146622 8236005 8427540 8454660 8847465 9193228 9300126 9402165 9620820 9651780 9883206 10616958 10981340 11109030 11491535 11796620 12079474 12118346 12219933 12536220 12641310 12681990 13330836 13789842 13950189 15500210 15922943 16293244 16472010 16663545 17694930 18119211 18177519 18600252 18804330 19766412 20366555 20684763 21233916 22218060 22983070 23250315 23609881 24158948 24236692 24439866 24708015 25282620 25363980 26542395 27579684 27900378 30198685 30295865 31000420 31845886 32944020 33327090 34474605 35389860 36238422 36355038 36659799 37608660 40733110 41369526 45966140 46500630 47219762 47768829 48879732 49416030 53084790 54357633 54532557 55800756 60397370 60591730 61099665 63691772 66650903 66654180 68949210 69750945 70829643 72476844 72710076 73319598 79614715 81466220 82739052 90596055 90887595 93001260 94439524 95537658 98832060 103423815 106169580 108715266 109065114 118049405 120794740 121183460 122199330 133301806 137898420 139501890 141659286 143306487 146639196 159229430 175152373 181192110 181775190 183298995 191075316 199952709 206847630 212488929 217430532 218130228 236098810 238844145 244398660 259708691 266603612 271788165 272662785 279003780 283318572 286612974 318458860 333254515 350304746 354148215 362384220 363550380 366597990 399905418 413695260 424977858 472197620 477688290 519417382 525457119 543576330 545325570 573225948 599858127 666509030 684686549 700609492 708296430 716532435 733195980 779126073 799810836 849955716 875761865 955376580 999763545 1038834764 1050914238 1062444645 1087152660 1090651140 1199716254 1298543455 1333018060 1369373098 1416592860 1433064870 1558252146 1576371357 1751523730 1999527090 2054059647 2101828476 2124889290 2337378219 2399432508 2597086910 2627285595 2738746196 2866129740 2999290635 3116504292 3152742714 3423432745 3503047460 3895630365 3999054180 4108119294 4249778580 4674756438 5194173820 5254571190 5998581270 6162178941 6305485428 6846865490 7531552039 7791260730 7881856785 8216238588 9349512876 10270298235 10509142380 11686891095 11997162540 12324357882 13693730980 15063104078 15582521460 15763713570 20540596470 22594656117 23373782190 24648715764 30126208156 30810894705 31527427140 37657760195 41081192940 45189312234 46747564380 61621789410 67783968351 75315520390 90378624468 112973280585 123243578820 135567936702 150631040780 225946561170 271135873404 338919841755 451893122340 677839683510 1355679367020
• Sum of all divisors σ(n): 4793610734640
• Sum of proper divisors (its aliquot sum) s(n): 3437931367620
• 1355679367020 is an abundant number, because the sum of its proper divisors (3437931367620) is greater than itself. Its abundance is 2082252000600

Bases of 1355679367020

• Binary: 10011101110100100110010010111111101101100₂
• Hexadecimal: 0x13BA4C97F6C
• Base-36: HASGHQB0

Squares and roots of 1355679367020

• 1355679367020 squared (1355679367020²) is 1837866546163747863680400
• 1355679367020 cubed (1355679367020³) is 2491557755970503313105121919580408000
• The square root of 1355679367020 is 1164336.4492362163
• The cube root of 1355679367020 is 11067.5713069073

Scales and comparisons

• 1,355,679,367,020 seconds is equal to 43,106 years, 21 weeks, 2 days, 9 hours, 57 minutes.
• To count from 1 to 1,355,679,367,020 would take you about one hundred seven thousand, seven hundred sixty-six 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 1355679367020 cubic inches would be around 922.3 feet tall.

Recreational maths with 1355679367020

• 1355679367020 backwards is 0207639765531
• The number of decimal digits it has is: 13
• The sum of 1355679367020's digits is 54
• More coming soon!