135842775705

Names of 135842775705

• Cardinal: 135842775705 can be written as One hundred thirty-five billion, eight hundred forty-two million, seven hundred seventy-five thousand, seven hundred five.

Scientific notation

• Scientific notation: 1.35842775705 × 10¹¹

Factors of 135842775705

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 395

Divisors of 135842775705

• Number of divisors d(n): 480
• Complete list of divisors:
  1 3 5 7 9 13 15 21 27 29 35 39 45 49 63 65 67 81 87 91 105 117 135 145 147 189 195 201 203 245 261 271 273 315 335 351 377 405 435 441 455 469 567 585 603 609 637 735 783 813 819 871 945 1005 1015 1053 1131 1305 1323 1355 1365 1407 1421 1755 1809 1827 1885 1897 1911 1943 2205 2345 2349 2439 2457 2613 2639 2835 3015 3045 3185 3283 3393 3523 3915 3969 4065 4095 4221 4263 4355 5265 5427 5481 5655 5691 5733 5829 6097 6615 7035 7105 7317 7371 7839 7859 7917 9045 9135 9485 9555 9715 9849 10179 10569 11745 12195 12285 12663 12789 13065 13195 13279 13601 16415 16443 16965 17073 17199 17487 17615 18157 18291 18473 19845 21105 21315 21951 23517 23577 23751 24661 25259 27135 27405 28455 28665 29145 29547 30485 30537 31707 36585 36855 37989 38367 39195 39295 39585 39837 40803 42679 49245 50895 51219 51597 52461 52845 54471 54873 55013 55419 63315 63945 66395 68005 70551 70731 71253 73983 75777 82215 85365 85995 87435 88641 90785 91455 92365 95121 95207 102167 109755 115101 117585 117885 118755 119511 122409 123305 126295 127099 128037 147735 152685 153657 157383 158535 163413 164619 165039 166257 172627 176813 189945 191835 199185 204015 212193 213395 213759 221949 227331 236041 256095 257985 262305 265923 272355 274365 275065 277095 285363 285621 306501 352755 353655 356265 358533 367227 369915 378885 381297 384111 385091 443205 475605 476035 490239 493857 495117 498771 510835 517881 526553 530439 575505 597555 612045 635495 636579 640185 665847 681993 708123 715169 768285 786915 817065 823095 825195 831285 856863 863135 884065 889693 919503 1060965 1068795 1075599 1101681 1109745 1136655 1143891 1152333 1155273 1180205 1237691 1329615 1426815 1428105 1470717 1485351 1496313 1532505 1553643 1579659 1591317 1652287 1792665 1836135 1906485 1920555 1925455 1997541 2045979 2124369 2145507 2451195 2469285 2475585 2493855 2570589 2589405 2632765 2652195 2669079 2758509 3182895 3329235 3409965 3431673 3456999 3465819 3540615 3575845 3685871 3713073 4284315 4448465 4456053 4597515 4660929 4738977 4773951 4956861 5006183 5377995 5508405 5719455 5761665 5776365 6188455 6373107 6436521 6845189 7353585 7426755 7481565 7711767 7768215 7898295 7956585 8007237 8261435 8275527 9987705 10229895 10295019 10397457 10621845 10727535 11057613 11139219 11566009 12852945 13345395 13792545 13982787 14216931 14321853 14870583 15018549 17158365 17284995 17329095 18429355 18565365 19119321 19309563 20535567 22280265 23304645 23694885 23869755 24021711 24784305 25030915 25801097 31192371 31865535 32182605 33172839 33417657 34225945 34698027 38558835 40036185 41377635 42650793 44611749 45055647 47916323 51475095 51987285 55288065 55696095 57830045 57928689 61606701 69913935 71084655 71609265 72065133 74352915 75092745 77403291 95596605 96547815 99518517 100252971 102677835 104094081 120108555 129005485 133835247 135166941 143748969 155961855 165864195 167088285 173490135 184820103 213253965 223058745 225278235 232209873 239581615 289643445 298555551 308033505 312282243 335414261 360325665 387016455 405500823 431246907 497592585 501264855 520470405 554460309 669176235 675834705 696629619 718744845 924100515 936846729 1006242783 1161049365 1293740721 1492777755 1561411215 1677071305 2027504115 2089888857 2156234535 2772301545 3018728349 3483148095 3881222163 4684233645 5031213915 6468703605 9056185047 10449444285 15093641745 19406110815 27168555141 45280925235 135842775705
• Sum of all divisors σ(n): 321468618240
• Sum of proper divisors (its aliquot sum) s(n): 185625842535
• 135842775705 is an abundant number, because the sum of its proper divisors (185625842535) is greater than itself. Its abundance is 49783066830

Bases of 135842775705

• Binary: 1111110100000110111000100001010011001₂
• Hexadecimal: 0x1FA0DC4299
• Base-36: 1QELA4K9

Squares and roots of 135842775705

• 135842775705 squared (135842775705²) is 18453259711238938247025
• 135842775705 cubed (135842775705³) is 2506742019979944155952962958527625
• The square root of 135842775705 is 368568.5495331907
• The cube root of 135842775705 is 5140.5807116027

Scales and comparisons

• 135,842,775,705 seconds is equal to 4,319 years, 19 weeks, 5 days, 8 hours, 21 minutes, 45 seconds.
• To count from 1 to 135,842,775,705 would take you about eight thousand, six hundred thirty-eight 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 135842775705 cubic inches would be around 428.4 feet tall.

Recreational maths with 135842775705

• 135842775705 backwards is 507577248531
• The number of decimal digits it has is: 12
• The sum of 135842775705's digits is 54
• More coming soon!