136818838043325

Names of 136818838043325

• Cardinal: 136818838043325 can be written as One hundred thirty-six trillion, eight hundred eighteen billion, eight hundred thirty-eight million, forty-three thousand, three hundred twenty-five.

Scientific notation

• Scientific notation: 1.36818838043325 × 10¹⁴

Factors of 136818838043325

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 16
• Sum of prime factors: 167

Divisors of 136818838043325

• Number of divisors d(n): 648
• Complete list of divisors:
  1 3 5 9 15 17 25 27 41 45 51 75 81 85 101 123 135 153 205 225 243 255 289 303 369 405 425 459 505 615 675 697 729 765 867 909 1025 1107 1215 1275 1377 1445 1515 1681 1717 1845 2025 2091 2187 2295 2525 2601 2727 3075 3321 3485 3645 3825 4131 4141 4335 4545 4913 5043 5151 5535 6075 6273 6561 6885 7225 7575 7803 8181 8405 8585 9225 9963 10455 10935 11475 11849 12393 12423 13005 13635 14739 15129 15453 16605 17425 18225 18819 20655 20705 21675 22725 23409 24543 24565 25215 25755 27675 28577 29189 29889 31365 32805 34425 35547 37179 37269 39015 40905 42025 42925 44217 45387 46359 49815 52275 54675 56457 59245 61965 62115 65025 68175 70227 70397 73629 73695 75645 77265 83025 85731 87567 89667 94095 103275 103525 106641 111537 111807 117045 122715 122825 126075 128775 132651 136161 139077 142885 145945 149445 156825 164025 169371 169781 177735 185895 186345 195075 201433 204525 210681 211191 220887 221085 226935 231795 249075 257193 262701 269001 282285 296225 309825 310575 319923 335421 351135 351985 368145 368475 378225 386325 397953 408483 417231 428655 437835 448335 470475 485809 496213 508113 509343 533205 557685 559035 585225 604299 613575 632043 633573 662661 663255 680805 695385 714425 729725 747225 771579 788103 846855 848905 888675 929475 931725 959769 1006263 1007165 1053405 1055955 1104435 1105425 1134675 1158975 1193859 1196749 1225449 1251693 1285965 1313505 1345005 1411425 1457427 1488639 1524339 1528029 1599615 1677105 1755675 1759925 1812897 1840725 1896129 1900719 1989765 2042415 2086155 2143275 2189175 2241675 2314737 2364309 2429045 2481065 2540565 2546715 2666025 2788425 2795175 2879307 2886277 3018789 3021495 3160215 3167865 3313305 3316275 3404025 3476925 3581577 3590247 3676347 3755079 3857895 3940515 4234275 4244525 4372281 4465917 4573017 4584087 4798845 5031315 5035825 5267025 5279775 5438691 5522175 5702157 5969295 5983745 6127245 6258465 6429825 6567525 6725025 6944211 7092927 7287135 7443195 7621695 7640145 7998075 8258753 8385525 8637921 8658831 9056367 9064485 9480645 9503595 9948825 10212075 10430775 10744731 10770741 11029041 11265237 11573685 11821545 12145225 12405325 12702825 12733575 13116843 13397751 13752261 14396535 14431385 15093945 15107475 15801075 15839325 16316073 16566525 17106471 17907885 17951235 18381735 18775395 19289475 19702575 20344733 20832633 21278781 21861405 22329585 22865085 22920435 23994225 24776259 25156575 25913763 25976493 27169101 27193455 28510785 29846475 29918725 30636225 31292325 32234193 32312223 34721055 35464635 36435675 37215975 38108475 38200725 39350529 40193253 41256783 41293765 43189605 43294155 45281835 45322425 47403225 47517975 48948219 49066709 51319413 53723655 53853705 55145205 56326185 57868425 59107725 61034199 62497899 63836343 65584215 66988755 68761305 71982675 72156925 74328777 75469725 77741289 77929479 81580365 85532355 89539425 89756175 91908675 93876975 96936669 101723665 104163165 106393905 109307025 111647925 114325425 114602175 118051587 120579759 123770349 123881295 129568815 129882465 135845505 135967275 142553925 146844657 147200127 153958239 161170965 161561115 173605275 177323175 183102597 187493697 191509029 196752645 200966265 206283915 206468825 215948025 216470775 222986331 226409175 233788437 244741095 245333545 256597065 268618275 269268525 275726025 281630925 290810007 305170995 312489495 319181715 327921075 334943775 343806525 354154761 361739277 371311047 371643885 388706445 389647395 407901825 427661775 440533971 441600381 461874717 484683345 508618325 520815825 531969525 549307791 590257935 602898795 618851745 619406475 647844075 649412325 668958993 679227525 701365311 734223285 736000635 769791195 805854825 807805575 834134053 872430021 915512985 937468485 957545145 983763225 1004831325 1031419575 1062464283 1085217831 1113933141 1114931655 1168942185 1223705475 1226667725 1282985325 1321601913 1324801143 1454050035 1525854975 1562447475 1595908575 1647923373 1770773805 1808696385 1856555235 1858219425 1943532225 1948236975 2006876979 2104095933 2202669855 2208001905 2309373585 2423416725 2502402159 2617290063 2746538955 2951289675 3014493975 3094258725 3187392849 3255653493 3344794965 3506826555 3671116425 3680003175 3848955975 3974403429 4170670265 4362150105 4577564925 4687342425 4787725725 4943770119 5312321415 5426089155 5569665705 5574658275 5844710925 6020630937 6312287799 6608009565 6624005715 7270250175 7507206477 7851870189 8239616865 8853869025 9043481925 9282776175 10034384895 10520479665 11013349275 11040009525 11546867925 11923210287 12512010795 13086450315 13732694775 14831310357 15936964245 16278267465 16723974825 17534132775 18061892811 18936863397 19872017145 20853351325 21810750525 22521619431 24718850595 26561607075 27130445775 27848328525 30103154685 31561438995 33040047825 33120028575 35769630861 37536032385 39259350945 41198084325 44493931071 50171924475 52602398325 54185678433 59616051435 62560053975 65432251575 67564858293 74156551785 79684821225 81391337325 90309464055 94684316985 99360085725 107308892583 112608097155 123594252975 133481793213 150515773425 157807194975 178848154305 187680161925 196296754725 202694574879 222469655355 270928392165 298080257175 321926677749 337824291465 370782758925 451547320275 473421584925 536544462915 563040485775 608083724637 667408966065 894240771525 1013472874395 1112348276775 1354641960825 1609633388745 1689121457325 1824251173911 2682722314575 3040418623185 3337044830325 5067364371975 5472753521733 8048166943725 9121255869555 15202093115925 27363767608665 45606279347775 136818838043325
• Sum of all divisors σ(n): 279870341582520
• Sum of proper divisors (its aliquot sum) s(n): 143051503539195
• 136818838043325 is an abundant number, because the sum of its proper divisors (143051503539195) is greater than itself. Its abundance is 6232665495870

Bases of 136818838043325

• Binary: 11111000110111110011110001111010111101010111101₂
• Hexadecimal: 0x7C6F9E3D7ABD
• Base-36: 1CHXPFM2T9

Squares and roots of 136818838043325

• 136818838043325 squared (136818838043325²) is 18719394443525596314577055625
• 136818838043325 cubed (136818838043325³) is 2561165796637846475283261672402914684953125
• The square root of 136818838043325 is 11696958.4954091805
• The cube root of 136818838043325 is 51528.6343471023

Scales and comparisons

• 136,818,838,043,325 seconds is equal to 4,350,415 years, 43 weeks, 5 days, 5 hours, 48 minutes, 45 seconds.
• To count from 1 to 136,818,838,043,325 would take you about ten million, eight hundred seventy-six thousand and thirty-nine 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 136818838043325 cubic inches would be around 4294.1 feet tall.

Recreational maths with 136818838043325

• 136818838043325 backwards is 523340838818631
• The number of decimal digits it has is: 15
• The sum of 136818838043325's digits is 63
• More coming soon!