135110340937313664

Names of 135110340937313664

• Cardinal: 135110340937313664 can be written as One hundred thirty-five quadrillion, one hundred ten trillion, three hundred forty billion, nine hundred thirty-seven million, three hundred thirteen thousand, six hundred sixty-four.

Scientific notation

• Scientific notation: 1.35110340937313664 × 10¹⁷

Factors of 135110340937313664

• Number of distinct prime factors ω(n): 4
• Total number of prime factors Ω(n): 16
• Sum of prime factors: 131

Divisors of 135110340937313664

• Number of divisors d(n): 336
• Complete list of divisors:
  1 2 3 4 6 8 12 13 16 24 26 32 39 48 52 64 78 96 104 113 128 156 169 192 208 226 312 338 339 384 416 452 507 624 676 678 832 904 1014 1248 1352 1356 1469 1664 1808 2028 2496 2704 2712 2938 3616 4056 4407 4992 5408 5424 5876 7232 8112 8814 10816 10848 11752 12769 14464 16224 17628 19097 21632 21696 23504 25538 32448 35256 38194 38307 43392 47008 51076 57291 64896 70512 76388 76614 94016 102152 114582 141024 152776 153228 165997 188032 204304 229164 282048 305552 306456 331994 408608 458328 497991 564096 611104 612912 663988 817216 916656 995982 1222208 1225824 1327976 1442897 1634432 1833312 1991964 2157961 2444416 2451648 2655952 2885794 3666624 3983928 4315922 4328691 4903296 5311904 5771588 6473883 7333248 7967856 8631844 8657382 10623808 11543176 12947766 15935712 17263688 17314764 18757661 21247616 23086352 25895532 31871424 34527376 34629528 37515322 46172704 51791064 56272983 63742848 69054752 69259056 75030644 92345408 103582128 112545966 138109504 138518112 150061288 163047361 184690816 207164256 225091932 243849593 276219008 277036224 300122576 326094722 414328512 450183864 487699186 489142083 554072448 600245152 652189444 731548779 828657024 900367728 975398372 978284166 1200490304 1304378888 1463097558 1800735456 1950796744 1956568332 2119615693 2400980608 2608757776 2926195116 3601470912 3901593488 3913136664 4239231386 5217515552 5852390232 6358847079 7202941824 7803186976 7826273328 8478462772 10435031104 11704780464 12717694158 15606373952 15652546656 16956925544 18424351793 20870062208 23409560928 25435388316 27555004009 31212747904 31305093312 33913851088 36848703586 46819121856 50870776632 55110008018 55273055379 62610186624 67827702176 73697407172 82665012027 93638243712 101741553264 110220016036 110546110758 135655404352 147394814344 165330024054 203483106528 220440032072 221092221516 239516573309 271310808704 294789628688 330660048108 406966213056 440880064144 442184443032 479033146618 589579257376 661320096216 718549719927 813932426112 881760128288 884368886064 958066293236 1179158514752 1322640192432 1437099439854 1763520256576 1768737772128 1916132586472 2081951752609 2358317029504 2645280384864 2874198879708 3113715453017 3527040513152 3537475544256 3832265172944 4163903505218 5290560769728 5748397759416 6227430906034 6245855257827 7074951088512 7664530345888 8327807010436 9341146359051 10581121539456 11496795518832 12454861812068 12491710515654 15329060691776 16655614020872 18682292718102 22993591037664 24909723624136 24983421031308 27065372783917 30658121383552 33311228041744 37364585436204 45987182075328 49819447248272 49966842062616 54130745567834 66622456083488 74729170872408 81196118351751 91974364150656 99638894496544 99933684125232 108261491135668 133244912166976 149458341744816 162392236703502 199277788993088 199867368250464 216522982271336 266489824333952 298916683489632 324784473407004 351849846190921 398555577986176 399734736500928 433045964542672 597833366979264 649568946814008 703699692381842 799469473001856 866091929085344 1055549538572763 1195666733958528 1299137893628016 1407399384763684 1732183858170688 2111099077145526 2598275787256032 2814798769527368 3464367716341376 4222198154291052 5196551574512064 5629597539054736 8444396308582104 10393103149024128 11259195078109472 16888792617164208 22518390156218944 33777585234328416 45036780312437888 67555170468656832 135110340937313664
• Sum of all divisors σ(n): 392086909803976380
• Sum of proper divisors (its aliquot sum) s(n): 256976568866662716
• 135110340937313664 is an abundant number, because the sum of its proper divisors (256976568866662716) is greater than itself. Its abundance is 121866227929349052

Bases of 135110340937313664

• Binary: 111100000000000100010001110100101000011001110110110000000₂
• Hexadecimal: 0x1E00223A50CED80
• Base-36: 10YCM9R8G7EO

Squares and roots of 135110340937313664

• 135110340937313664 squared (135110340937313664²) is 18254804228197136537928424721104896
• 135110340937313664 cubed (135110340937313664³) is 2466412823015630141400082522406854419311648198098944
• The square root of 135110340937313664 is 367573585.7448324101
• The cube root of 135110340937313664 is 513132.5091635425
• Being both a perfect square and a perfect cube, 135110340937313664 is also a perfect sixth number.

Scales and comparisons

• 135,110,340,937,313,664 seconds is equal to 4,296,090,918 years, 4 weeks, 1 day, 20 hours, 54 minutes, 24 seconds.
• To count from 1 to 135,110,340,937,313,664 would take you about twelve billion, eight hundred eighty-eight million, two hundred seventy-two thousand, seven hundred fifty-four 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 135110340937313664 cubic inches would be around 42761 feet tall.

Recreational maths with 135110340937313664

• 135110340937313664 backwards is 466313739043011531
• The number of decimal digits it has is: 18
• The sum of 135110340937313664's digits is 60
• More coming soon!