18550009067040

Names of 18550009067040

• Cardinal: 18550009067040 can be written as Eighteen trillion, five hundred fifty billion, nine million, sixty-seven thousand and forty.

Scientific notation

• Scientific notation: 1.855000906704 × 10¹³

Factors of 18550009067040

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 86434

Divisors of 18550009067040

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 5 6 8 9 10 11 12 15 16 18 20 22 24 30 32 33 36 40 44 45 48 55 60 66 72 80 88 90 96 99 107 110 120 127 132 144 160 165 176 180 198 214 220 240 254 264 288 321 330 352 360 381 396 428 440 480 495 508 528 535 635 642 660 720 762 792 856 880 963 990 1016 1056 1070 1143 1177 1270 1284 1320 1397 1440 1524 1584 1605 1712 1760 1905 1926 1980 2032 2140 2286 2354 2540 2568 2640 2794 3048 3168 3210 3424 3531 3810 3852 3960 4064 4191 4280 4572 4708 4815 5080 5136 5280 5588 5715 5885 6096 6420 6985 7062 7620 7704 7920 8382 8560 9144 9416 9630 10160 10272 10593 11176 11430 11770 12192 12573 12840 13589 13970 14124 15240 15408 15840 16764 17120 17655 18288 18832 19260 20320 20955 21186 22352 22860 23540 25146 25680 27178 27940 28248 30480 30816 33528 35310 36576 37664 38520 40767 41910 42372 44704 45720 47080 50292 51360 52965 54356 55880 56496 60960 62865 67056 67945 70620 77040 81534 83820 84744 86179 91440 94160 100584 105930 108712 111760 112992 122301 125730 134112 135890 141240 149479 154080 163068 167640 169488 172358 182880 188320 201168 203835 211860 217424 223520 244602 251460 258537 271780 282480 298958 326136 335280 338976 344716 402336 407670 423720 430895 434848 448437 489204 502920 517074 543560 564960 597916 611505 652272 670560 689432 747395 775611 815340 847440 861790 896874 947969 978408 1005840 1034148 1087120 1195832 1223010 1292685 1304544 1345311 1378864 1494790 1551222 1630680 1694880 1723580 1793748 1895938 1956816 2011680 2068296 2174240 2242185 2391664 2446020 2585370 2690622 2757728 2843907 2989580 3102444 3261360 3447160 3587496 3791876 3878055 3913632 4136592 4484370 4739845 4783328 4892040 5170740 5381244 5687814 5979160 6204888 6522720 6726555 6894320 7174992 7583752 7756110 8273184 8531721 8968740 9221153 9479690 9784080 10341480 10762488 10944733 11375628 11958320 12409776 13453110 13788640 14219535 14349984 15167504 15512220 17063442 17937480 18442306 18959380 19568160 20682960 21524976 21889466 22751256 23916640 24819552 26906220 27663459 28439070 30335008 31024440 32834199 34126884 35874960 36884612 37918760 41365920 42658605 43049952 43778932 45502512 46105765 53812440 54723665 55326918 56878140 62048880 65668398 68253768 71749920 73769224 75837520 82990377 85317210 87557864 91005024 92211530 98502597 101432683 107624880 109447330 110653836 113756280 120392063 124097760 131336796 136507536 138317295 147538448 151675040 164170995 165980754 170634420 175115728 184423060 197005194 202865366 215249760 218894660 221307672 227512560 240784126 262673592 273015072 276634590 295076896 304298049 328341990 331961508 341268840 350231456 361176189 368846120 394010388 405730732 414951885 437789320 442615344 455025120 481568252 492512985 507163415 525347184 553269180 601960315 608596098 656683980 663923016 682537680 722352378 737692240 788020776 811461464 829903770 875578640 885230688 912894147 963136504 985025970 1014326830 1050694368 1083528567 1106538360 1171086431 1203920630 1217192196 1313367960 1327846032 1365075360 1444704756 1475384480 1521490245 1576041552 1622922928 1659807540 1751157280 1805880945 1825788294 1926273008 1970051940 2028653660 2167057134 2213076720 2342172862 2407841260 2434384392 2626735920 2655692064 2889409512 3042980490 3152083104 3245845856 3319615080 3513259293 3611761890 3651576588 3852546016 3940103880 4057307320 4334114268 4426153440 4564470735 4684345724 4815682520 4868768784 5253471840 5417642835 5778819024 5855432155 6085960980 6639230160 7026518586 7223523780 7303153176 7880207760 8114614640 8668228536 9128941470 9368691448 9631365040 9737537568 10539777879 10835285670 11557638048 11710864310 12171921960 12881950741 13278460320 14053037172 14447047560 14606306352 15760415520 16229229280 17336457072 17566296465 18257882940 18737382896 19262730080 21079555758 21670571340 23421728620 24343843920 25763901482 28106074344 28894095120 29212612704 34672914144 35132592930 36515765880 37474765792 38645852223 42159111516 43341142680 46843457240 48687687840 51527802964 52698889395 56212148688 57788190240 64409753705 70265185860 73031531760 77291704446 84318223032 86682285360 93686914480 103055605928 105397778790 112424297376 115937556669 128819507410 140530371720 146063063520 154583408892 168636446064 173364570720 187373828960 193229261115 206111211856 210795557580 231875113338 257639014820 281060743440 309166817784 337272892128 386458522230 412222423712 421591115160 463750226676 515278029640 562121486880 579687783345 618333635568 772917044460 843182230320 927500453352 1030556059280 1159375566690 1236667271136 1545834088920 1686364460640 1855000906704 2061112118560 2318751133380 3091668177840 3710001813408 4637502266760 6183336355680 9275004533520 18550009067040
• Sum of all divisors σ(n): 70251663605760
• Sum of proper divisors (its aliquot sum) s(n): 51701654538720
• 18550009067040 is an abundant number, because the sum of its proper divisors (51701654538720) is greater than itself. Its abundance is 33151645471680

Bases of 18550009067040

• Binary: 100001101111100000010101100110111011000100000₂
• Hexadecimal: 0x10DF02B37620
• Base-36: 6KPR8G940

Squares and roots of 18550009067040

• 18550009067040 squared (18550009067040²) is 344102836387266211214361600
• 18550009067040 cubed (18550009067040³) is 6383110734977969854824635409065201664000
• The square root of 18550009067040 is 4306972.1460719943
• The cube root of 18550009067040 is 26471.6721460167

Scales and comparisons

• 18,550,009,067,040 seconds is equal to 589,832 years, 47 weeks, 2 days, 24 minutes.
• To count from 1 to 18,550,009,067,040 would take you about one million, four hundred seventy-four thousand, five hundred eighty-two 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 18550009067040 cubic inches would be around 2206 feet tall.

Recreational maths with 18550009067040

• 18550009067040 backwards is 04076090005581
• 18550009067040 is a Harshad number.
• The number of decimal digits it has is: 14
• The sum of 18550009067040's digits is 45
• More coming soon!