136838003530267072

Names of 136838003530267072

• Cardinal: 136838003530267072 can be written as One hundred thirty-six quadrillion, eight hundred thirty-eight trillion, three billion, five hundred thirty million, two hundred sixty-seven thousand and seventy-two.

Scientific notation

• Scientific notation: 1.36838003530267072 × 10¹⁷

Factors of 136838003530267072

• Number of distinct prime factors ω(n): 4
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 743

Divisors of 136838003530267072

• Number of divisors d(n): 336
• Complete list of divisors:
  1 2 4 8 11 16 22 32 44 64 88 121 173 176 242 346 352 484 557 692 704 968 1114 1331 1384 1903 1936 2228 2662 2768 3806 3872 4456 5324 5536 6127 7612 7744 8912 10648 11072 12254 15224 17824 20933 21296 24508 29929 30448 35648 41866 42592 49016 59858 60896 67397 83732 85184 96361 98032 119716 121792 134794 167464 192722 196064 230263 239432 269588 310249 329219 334928 385444 392128 460526 478864 539176 620498 658438 669856 741367 770888 921052 957728 1059971 1078352 1240996 1316876 1339712 1482734 1541776 1842104 1915456 2119942 2156704 2481992 2633752 2965468 3083552 3412739 3621409 3684208 4239884 4313408 4963984 5177717 5267504 5930936 6167104 6825478 7242818 7368416 8479768 9927968 10355434 10535008 11659681 11861872 13650956 14485636 14736832 16670453 16959536 19855936 20710868 21070016 23319362 23723744 27301912 28971272 33340906 33919072 37540129 39835499 41421736 46638724 47447488 53673077 54603824 56954887 57942544 66681812 67838144 75080258 79670998 82843472 93277448 107346154 109207648 113909774 115885088 128256491 133363624 150160516 159341996 165686944 183374983 186554896 214692308 218415296 227819548 231770176 256512982 266727248 300321032 318683992 331373888 366749966 373109792 412941419 429384616 455639096 513025964 533454496 590403847 600642064 626503757 637367984 733499932 746219584 825882838 858769232 911278192 1026051928 1066908992 1180807694 1201284128 1253007514 1274735968 1466999864 1651765676 1717538464 1822556384 2017124813 2052103856 2361615388 2402568256 2506015028 2549471936 2883988369 2933999728 3303531352 3435076928 3645112768 4034249626 4104207712 4723230776 5012030056 5767976738 5867999456 6494442317 6607062704 6891541327 8068499252 8208415424 9285442321 9446461552 10024060112 11535953476 11735998912 12988884634 13214125408 13783082654 16136998504 18570884642 18892923104 20048120224 22188372943 23071906952 25977769268 26428250816 27566165308 31723872059 32273997008 37141769284 37785846208 40096240448 44376745886 46143813904 51955538536 55132330616 63447744118 64547994016 71438865487 74283538568 88753491772 92287627808 102139865531 103911077072 110264661232 126895488236 129095988032 142877730974 148567077136 177506983544 184575255616 204279731062 207822154144 220529322464 253790976472 285755461948 297134154272 348962592649 355013967088 408559462124 415644308288 441058644928 507581952944 571510923896 594268308544 697925185298 710027934176 817118924248 1015163905888 1123538520841 1143021847792 1395850370596 1420055868352 1606381521533 1634237848496 2030327811776 2247077041682 2286043695584 2791700741192 3212763043066 3268475696992 3838588519139 4494154083364 4572087391168 5583401482384 6425526086132 6536951393984 7677177038278 8988308166728 11166802964768 12358923729251 12851052172264 15354354076556 17670196736863 17976616333456 22333605929536 24717847458502 25702104344528 30708708153112 35340393473726 35953232666912 49435694917004 51404208689056 61417416306224 70680786947452 71906465333824 98871389834008 102808417378112 122834832612448 141361573894904 194372164105493 197742779668016 245669665224896 282723147789808 388744328210986 395485559336032 565446295579616 777488656421972 790971118672064 1130892591159232 1554977312843944 2138093805160423 3109954625687888 4276187610320846 6219909251375776 8552375220641692 12439818502751552 17104750441283384 34209500882566768 68419001765133536 136838003530267072
• Sum of all divisors σ(n): 300948064260066720
• Sum of proper divisors (its aliquot sum) s(n): 164110060729799648
• 136838003530267072 is an abundant number, because the sum of its proper divisors (164110060729799648) is greater than itself. Its abundance is 27272057199532576

Bases of 136838003530267072

• Binary: 111100110001001010111000001110000001100011111100111000000₂
• Hexadecimal: 0x1E625707031F9C0
• Base-36: 11FD0UZTD9DS

Squares and roots of 136838003530267072

• 136838003530267072 squared (136838003530267072²) is 18724639210149383659457599647453184
• 136838003530267072 cubed (136838003530267072³) is 2562242246341398599863316354636224207754784136757248
• The square root of 136838003530267072 is 369916211.4996679515
• The cube root of 136838003530267072 is 515310.4026642753

Scales and comparisons

• 136,838,003,530,267,072 seconds is equal to 4,351,025,244 years, 27 weeks, 2 days, 17 hours, 17 minutes, 52 seconds.
• To count from 1 to 136,838,003,530,267,072 would take you about thirteen billion, fifty-three million, seventy-five thousand, seven hundred thirty-three 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 136838003530267072 cubic inches would be around 42942.5 feet tall.

Recreational maths with 136838003530267072

• 136838003530267072 backwards is 270762035300838631
• 136838003530267072 is a Harshad number.
• The number of decimal digits it has is: 18
• The sum of 136838003530267072's digits is 64
• More coming soon!