13390413616097847

Names of 13390413616097847

• Cardinal: 13390413616097847 can be written as Thirteen quadrillion, three hundred ninety trillion, four hundred thirteen billion, six hundred sixteen million, ninety-seven thousand, eight hundred forty-seven.

Scientific notation

• Scientific notation: 1.3390413616097847 × 10¹⁶

Factors of 13390413616097847

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 292897

Divisors of 13390413616097847

• Number of divisors d(n): 480
• Complete list of divisors:
  1 3 7 9 21 27 31 41 43 49 63 81 93 123 129 147 189 211 217 279 287 301 369 387 441 567 633 651 837 861 903 1107 1161 1271 1323 1333 1477 1519 1763 1899 1953 2009 2107 2511 2583 2709 3321 3483 3813 3969 3999 4431 4557 5289 5697 5859 6027 6321 6541 7749 8127 8651 8897 9073 9331 10339 11439 11997 12341 13293 13671 15867 17091 17577 18081 18963 19623 23247 24381 25953 26691 27219 27993 31017 34317 35991 37023 39879 41013 45787 47601 54243 54653 56889 58869 60557 62279 63511 65317 77859 80073 81657 83979 86387 93051 102951 107973 111069 119637 123039 137361 142803 162729 163959 170667 176607 181671 186837 190533 195951 233577 240219 244971 251937 259161 268181 279153 281263 292561 320509 333207 371993 382571 412083 423899 444577 491877 529821 545013 560511 571599 587853 700731 720657 734913 755811 777483 804543 837459 843789 877683 961527 999621 1115979 1147713 1236249 1271697 1333731 1475631 1635039 1681533 1714797 1763559 1877267 1968841 2047927 2332449 2413629 2531367 2603951 2633049 2677997 2884581 3347937 3443139 3708747 3815091 4001193 4426893 4905117 5044599 5144391 5290677 5631801 5906523 6143781 6997347 7240887 7594101 7811853 7899147 8033991 8653743 9069391 10043811 10329417 11445273 11531783 11995001 12003579 12580123 13140869 13781887 14335489 16895403 17719569 18227657 18431343 21722661 22782303 23435559 23697441 24101973 25961229 27208173 30131433 30988251 34335819 34595349 35985003 36010737 37740369 39422607 41345661 43006467 50686209 53158707 54682971 55294029 61730371 63485737 70306677 72305919 80722481 81624519 83965007 88060861 103786047 107955009 113221107 118267821 124036983 129019401 152058627 159476121 164048913 165882087 185191113 190457211 210920031 216917757 242167443 244873557 251895021 264182583 311358141 323865027 339663321 354803463 371845031 372110949 387058203 389983813 432112597 444400159 492146739 515785043 555573339 565057367 571371633 587755049 616426027 726502329 734620671 755685063 792547749 934074423 971595081 1018989963 1064410389 1115535093 1116332847 1161174609 1169951439 1296337791 1333200477 1476440217 1547355129 1666720017 1695172101 1714114899 1763265147 1849278081 1913641501 2179506987 2267055189 2377643247 2530945211 2602915217 2654405953 2729886691 3024788179 3346605279 3509854317 3610495301 3889013373 3999601431 4642065387 5000160051 5085516303 5142344697 5289795441 5547834243 5740924503 6538520961 6801165567 7132929741 7592835633 7808745651 7963217859 8189660073 9074364537 10039815837 10529562951 10831485903 11667040119 11998804293 13395490507 13926196161 15256548909 15869386323 15989336333 16643502729 17222773509 17716616477 18220406519 18580841671 19109206837 22778506899 23426236953 23889653577 24568980219 25273467107 27223093611 30119447511 31588688853 32494457709 35001120357 35996412879 40186471521 41778588483 45769646727 47608158969 47968008999 49930508187 51668320527 53149849431 54661219557 55742525013 57327620511 68335520697 70278710859 71668960731 73706940657 75820401321 78459301541 81669280833 82286584543 93768433549 97483373127 108830644073 111925354331 120559414563 124016315339 130065891697 143904026997 155004961581 159449548293 163983658671 167227575039 171982861533 205006562091 210836132577 215006882193 221120821971 227461203963 235377904623 245007842499 246859753629 281305300647 292450119381 326491932219 335776062993 361678243689 372048946017 390197675091 431712080991 478348644879 491950976013 501682725117 515948584599 549215110787 576006091801 682383611889 706133713869 740579260887 761814508511 783477480317 843915901941 979475796657 1007328188979 1085034731067 1116146838051 1170593025273 1295136242973 1435045934637 1475852928039 1505048175351 1547845753797 1647645332361 1728018275403 2047150835667 2118401141607 2221737782661 2285443525533 2350432440951 2531747705823 2938427389971 3021984566937 3348440514153 3373749966263 3511779075819 3844505775509 4032042642607 4942935997083 5184054826209 5332701559577 6355203424821 6665213347983 6856330576599 7051297322853 7595243117469 8815282169913 9065953700811 10045321542459 10121249898789 10535337227457 11533517326527 12096127927821 14828807991249 15552164478627 15998104678731 20568991729797 21153891968559 23616249763841 30363749696367 34600551979581 36288383783463 44486423973747 46656493435881 47994314036193 61706975189391 63461675905677 70848749291523 91091249089101 103801655938743 108865151350389 143982942108579 165313748346887 212546247874569 273273747267303 311404967816229 326595454051167 431948826325737 495941245040661 637638743623707 1487823735121983 1912916230871121 4463471205365949 13390413616097847
• Sum of all divisors σ(n): 25296821038798848
• Sum of proper divisors (its aliquot sum) s(n): 11906407422701001
• 13390413616097847 is a deficient number, because the sum of its proper divisors (11906407422701001) is less than itself. Its deficiency is 1484006193396846

Bases of 13390413616097847

• Binary: 101111100100101000001010011110111110111010101000110111₂
• Hexadecimal: 0x2F92829EFBAA37
• Base-36: 3NUI73CSGFR

Squares and roots of 13390413616097847

• 13390413616097847 squared (13390413616097847²) is 179303176810178619058179078035409
• 13390413616097847 cubed (13390413616097847³) is 2400943700168615505970063770030652851977474664423
• The square root of 13390413616097847 is 115716954.7477717157
• The cube root of 13390413616097847 is 237464.1193653619

Scales and comparisons

• 13,390,413,616,097,847 seconds is equal to 425,773,733 years, 37 weeks, 4 days, 4 hours, 57 minutes, 27 seconds.
• To count from 1 to 13,390,413,616,097,847 would take you about one billion, two hundred seventy-seven million, three hundred twenty-one thousand, two hundred one 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 13390413616097847 cubic inches would be around 19788.7 feet tall.

Recreational maths with 13390413616097847

• 13390413616097847 backwards is 74879061631409331
• The number of decimal digits it has is: 17
• The sum of 13390413616097847's digits is 72
• More coming soon!