117101260049875072

Names of 117101260049875072

• Cardinal: 117101260049875072 can be written as One hundred seventeen quadrillion, one hundred one trillion, two hundred sixty billion, forty-nine million, eight hundred seventy-five thousand and seventy-two.

Scientific notation

• Scientific notation: 1.17101260049875072 × 10¹⁷

Factors of 117101260049875072

• Number of distinct prime factors ω(n): 4
• Total number of prime factors Ω(n): 16
• Sum of prime factors: 125

Divisors of 117101260049875072

• Number of divisors d(n): 336
• Complete list of divisors:
  1 2 4 8 16 23 32 41 46 59 64 82 92 118 128 164 184 236 328 368 472 529 656 736 943 944 1058 1312 1357 1472 1886 1888 2116 2419 2624 2714 2944 3481 3772 3776 4232 4838 5248 5428 6962 7544 7552 8464 9676 10856 13924 15088 16928 19352 21689 21712 27848 30176 31211 33856 38704 43378 43424 55637 55696 60352 62422 67712 77408 80063 86756 86848 111274 111392 120704 124844 142721 154816 160126 173512 173696 205379 222548 222784 249688 285442 309632 320252 347024 410758 445096 445568 499376 570884 640504 694048 821516 890192 998752 1141768 1279651 1281008 1388096 1643032 1780384 1841449 1997504 2283536 2559302 2562016 2776192 3282583 3286064 3560768 3682898 3995008 4567072 4723717 5118604 5124032 6565166 6572128 7121536 7365796 8420539 9134144 9447434 10237208 10248064 12117361 13130332 13144256 14731592 16841078 18268288 18894868 20474416 24234722 26260664 26288512 29463184 33682156 37789736 40948832 48469444 52521328 58926368 67364312 75499409 75579472 81897664 96938888 105042656 108645491 117852736 134728624 150998818 151158944 163795328 193672397 193877776 210085312 217290982 235705472 269457248 278699303 301997636 302317888 387344794 387755552 420170624 434581964 496811801 538914496 557398606 603995272 604635776 714924299 774689588 775511104 869163928 993623602 1077828992 1114797212 1207990544 1429848598 1549379176 1551022208 1738327856 1987247204 2229594424 2415981088 2859697196 3098758352 3476655712 3974494408 4454465131 4459188848 4831962176 5719394392 6197516704 6410083969 6953311424 7948988816 8908930262 8918377696 9663924352 11426671423 11438788784 12395033408 12820167938 13906622848 15897977632 16443258877 17817860524 17836755392 22853342846 22877577568 24790066816 25640335876 29311896259 31795955264 32886517754 35635721048 35673510784 42180533641 45706685692 45755155136 51280671752 58623792518 63591910528 65773035508 71271442096 84361067282 91413371384 91510310272 102561343504 117247585036 131546071016 142542884192 168722134564 182826742768 205122687008 234495170072 262813442729 263092142032 285085768384 337444269128 365653485536 378194954171 410245374016 468990340144 525626885458 526184284064 570171536768 674173613957 674888538256 731306971072 756389908342 820490748032 937980680288 970152273743 1051253770916 1052368568128 1348347227914 1349777076512 1462613942144 1512779816684 1729401879281 1875961360576 1940304547486 2102507541832 2104737136256 2696694455828 2699554153024 3025559633368 3458803758562 3751922721152 3880609094972 4205015083664 5393388911656 5399108306048 6051119266736 6917607517124 7761218189944 8410030167328 10786777823312 12102238533472 13835215034248 15505993121011 15522436379888 16820060334656 21573555646624 22313502296089 24204477066944 27670430068496 31011986242022 31044872759776 33640120669312 39776243223463 43147111293248 44627004592178 48408954133888 55340860136992 62023972484044 62089745519552 79552486446926 86294222586496 89254009184356 110681720273984 124047944968088 124179491039104 159104972893852 178508018368712 221363440547968 248095889936176 318209945787704 357016036737424 496191779872352 636419891575408 714032073474848 914853594139649 992383559744704 1272839783150816 1428064146949696 1829707188279298 1984767119489408 2545679566301632 2856128293899392 3659414376558596 5091359132603264 7318828753117192 14637657506234384 29275315012468768 58550630024937536 117101260049875072
• Sum of all divisors σ(n): 254126930060821230
• Sum of proper divisors (its aliquot sum) s(n): 137025670010946158
• 117101260049875072 is an abundant number, because the sum of its proper divisors (137025670010946158) is greater than itself. Its abundance is 19924409961071086

Bases of 117101260049875072

• Binary: 110100000000001101111100111000000000001100000000010000000₂
• Hexadecimal: 0x1A006F9C0060080
• Base-36: W10XK7KRB0G

Squares and roots of 117101260049875072

• 117101260049875072 squared (117101260049875072²) is 13712705105268467550068962807005184
• 117101260049875072 cubed (117101260049875072³) is 1605775046519292342822221029982796997896545656373248
• The square root of 117101260049875072 is 342200613.7485365061
• The cube root of 117101260049875072 is 489238.3837351597
• Being both a perfect square and a perfect cube, 117101260049875072 is also a perfect sixth number.

Scales and comparisons

• 117,101,260,049,875,072 seconds is equal to 3,723,457,851 years, 31 weeks, 3 days, 15 hours, 57 minutes, 52 seconds.
• To count from 1 to 117,101,260,049,875,072 would take you about eleven billion, one hundred seventy million, three hundred seventy-three thousand, five 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 117101260049875072 cubic inches would be around 40769.9 feet tall.

Recreational maths with 117101260049875072

• 117101260049875072 backwards is 270578940062101711
• The number of decimal digits it has is: 18
• The sum of 117101260049875072's digits is 61
• More coming soon!