1365439428226445

Names of 1365439428226445

• Cardinal: 1365439428226445 can be written as One quadrillion, three hundred sixty-five trillion, four hundred thirty-nine billion, four hundred twenty-eight million, two hundred twenty-six thousand, four hundred forty-five.

Scientific notation

• Scientific notation: 1.365439428226445 × 10¹⁵

Factors of 1365439428226445

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 1209

Divisors of 1365439428226445

• Number of divisors d(n): 512
• Complete list of divisors:
  1 5 11 13 29 31 55 61 65 143 145 155 181 305 319 341 377 403 421 457 671 715 793 899 905 1595 1705 1769 1885 1891 1991 2015 2105 2285 2353 3355 3965 4147 4433 4495 4631 5027 5249 5473 5611 5941 8723 8845 9455 9889 9955 11041 11687 11765 12209 13051 13253 14167 19459 20735 20801 22165 22997 23155 24583 25135 25681 25883 26245 27365 27877 28055 29705 43615 49445 54839 55205 57739 58435 60203 61045 61721 65255 65351 66265 68237 70835 72943 76201 82717 97295 104005 114985 121451 122915 128405 128557 129415 134299 139385 143533 143561 145783 155837 158717 162719 169663 172289 184171 192397 252967 270413 274195 282491 288695 301015 306647 308605 320189 326755 333853 341185 342271 362401 364715 378479 381005 410843 413585 603229 607255 642785 671495 712907 717665 717805 728915 744749 750607 779185 793585 796111 802373 808433 813595 838211 848315 861445 864187 909887 920855 961985 990613 1075321 1264835 1352065 1412455 1533235 1578863 1600945 1669265 1711355 1745887 1789909 1812005 1866293 1892395 1895179 2025881 2054215 2115347 2116367 2209829 2362231 2398793 2501161 2564227 3016145 3522079 3564535 3672383 3723745 3753035 3764981 3980555 3986411 4011865 4042165 4162457 4163269 4191055 4320935 4449523 4519273 4549435 4648261 4920227 4953065 5045737 5340959 5376605 5579513 5964307 7841977 7894315 8192239 8729435 8757221 8892763 8949545 9331465 9475895 9506057 9681737 9925859 10129405 10349443 10509629 10576735 10581835 10896743 11049145 11234431 11736217 11811155 11828531 11993965 12505805 12821135 17610395 18361915 18824905 19932055 20812285 20816345 22247615 22596365 23087219 23241305 23268817 24308119 24601135 25061423 25228685 25984541 26386723 26704795 27512771 27897565 28206497 28727777 29821535 30709003 31184309 33334951 34823857 39209885 40961195 43786105 44463815 45787027 47530285 48408685 48944753 49629295 51130871 51747215 52548145 54122497 54483715 55503107 56172155 58681085 58750549 59142655 60427393 61374643 65594581 65607377 68504699 72533669 74362583 77535991 106499107 109184449 113843873 115436095 115605919 116344085 121540595 123578741 125307115 129036167 129098387 129922705 131933615 134799569 137563855 141032485 143638885 144096091 146326373 152570821 153545015 155921545 156417847 166674755 172964903 174119285 228935135 244723765 253959409 255654355 270612485 275675653 277515535 293752745 300133847 302136965 306873215 316005547 325798499 327972905 328036885 337799033 340350293 342523495 343027399 362668345 363822727 366684461 371812915 383062427 387679955 452710141 532495535 545922245 569219365 578029595 617893705 645180835 645491935 664701323 673997845 720480455 721540391 731631865 753551689 762854105 782089235 797870359 817988413 852895901 864824515 890561087 966713579 1009891853 1079539567 1269797045 1378378265 1419397837 1482795259 1500669235 1580027735 1585057001 1609590103 1628992495 1678279031 1688995165 1701751465 1715136995 1720596317 1752394397 1819113635 1833422305 1873249183 1902242849 1902613933 1915312135 2033432011 2124255277 2248543739 2263550705 3301472317 3323506615 3583783489 3607701955 3743853223 3767758445 3989351795 4002049997 4089942065 4178786639 4264479505 4424553809 4452805435 4536117563 4729695451 4833567895 4979811551 5049459265 5397697835 7096989185 7413976295 7925285005 8047950515 8391395155 8602981585 8761971985 9366245915 9511214245 9513069665 9796171957 10167160055 10550859083 10621276385 10633849369 11108810383 11242718695 11874935237 13128594089 14034014371 16507361585 17918917445 18719266115 19276338367 20010249985 20605741013 20893933195 20924671339 22122769045 22367752121 22680587815 23366808047 23648477255 24733981129 24899057755 27615318601 31306647443 45966653029 48670091899 48980859785 49897293193 52026649961 52754295415 53169246845 54324226307 55544051915 58969528319 59374676185 61603403033 65642970445 65851913587 70170071855 96381691835 103028705065 104623356695 111838760605 116059449913 116834040235 123669905645 137161168079 138076593005 144414534979 154374158081 156533237215 229833265145 243350459495 249486465965 260133249805 271621131535 294847641595 303768504611 308017015165 329259567935 344373121873 406986416759 580297249565 597566489377 648664811509 677637433363 685805840395 722072674895 724371049457 771870790405 800844239429 856074876631 1508772848869 1518842523055 1721865609365 1909705494023 2034932083795 2987832446885 3243324057545 3388187166815 3621855247285 4004221197145 4280374383155 4476850584349 7543864244345 8809286633719 9416823642941 9548527470115 21006760434253 22384252921745 24826171422299 44046433168595 47084118214705 105033802171265 124130857111495 273087885645289 1365439428226445
• Sum of all divisors σ(n): 2110438843269120
• Sum of proper divisors (its aliquot sum) s(n): 744999415042675
• 1365439428226445 is a deficient number, because the sum of its proper divisors (744999415042675) is less than itself. Its deficiency is 620440013183770

Bases of 1365439428226445

• Binary: 100110110011101110000100100000101001110110110001101₂
• Hexadecimal: 0x4D9DC2414ED8D
• Base-36: DG0A7OYQA5

Squares and roots of 1365439428226445

• 1365439428226445 squared (1365439428226445²) is 1864424832155361046598197338025
• 1365439428226445 cubed (1365439428226445³) is 2545759176789401875717944651260907445909071125
• The square root of 1365439428226445 is 36951852.8388827209
• The cube root of 1365439428226445 is 110940.6773408267

Scales and comparisons

• 1,365,439,428,226,445 seconds is equal to 43,416,750 years, 12 weeks, 1 day, 22 hours, 54 minutes, 5 seconds.
• To count from 1 to 1,365,439,428,226,445 would take you about one hundred thirty million, two hundred fifty thousand, two hundred fifty 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 1365439428226445 cubic inches would be around 9245.1 feet tall.

Recreational maths with 1365439428226445

• 1365439428226445 backwards is 5446228249345631
• The number of decimal digits it has is: 16
• The sum of 1365439428226445's digits is 68
• More coming soon!