27028631143540

Names of 27028631143540

• Cardinal: 27028631143540 can be written as Twenty-seven trillion, twenty-eight billion, six hundred thirty-one million, one hundred forty-three thousand, five hundred forty.

Scientific notation

• Scientific notation: 2.702863114354 × 10¹³

Factors of 27028631143540

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 697

Divisors of 27028631143540

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 4 5 10 13 20 26 37 41 52 65 74 82 109 130 137 148 164 169 185 205 218 260 274 338 353 370 410 436 481 533 545 548 676 685 706 740 820 845 962 1066 1090 1370 1412 1417 1517 1690 1765 1781 1924 2132 2180 2405 2665 2740 2834 3034 3380 3530 3562 4033 4469 4589 4810 5069 5330 5617 5668 6068 6253 6929 7060 7085 7124 7585 8066 8905 8938 9178 9620 10138 10660 11234 12506 13061 13858 14170 14473 14933 15170 16132 17810 17876 18356 18421 19721 20165 20276 22345 22468 22945 23153 25012 25345 26122 27716 28085 28340 28946 29866 30340 31265 34645 35620 36842 38477 39442 40330 44690 45890 46306 48361 50690 52244 52429 56170 57892 58097 59657 59732 62530 65305 65897 69290 72365 73021 73684 74665 76954 78884 80660 89380 91780 92105 92612 96722 98605 101380 104858 112340 115765 116194 119314 125060 130610 131794 138580 144730 146042 149330 153908 165353 169793 184210 188149 192385 193444 194129 197210 207829 209716 231530 232388 238628 241805 256373 261220 262145 263588 289460 290485 292084 298285 298660 329485 330706 339586 365105 368420 376298 384770 388258 394420 415658 463060 483610 500201 512746 524290 535501 552521 580970 596570 612253 628693 658970 661412 679172 681577 730210 752596 755261 769540 776516 826765 831316 848965 856661 940745 949273 967220 970645 1000402 1025492 1039145 1048580 1071002 1105042 1161940 1193140 1224506 1257386 1281865 1317940 1363154 1423649 1460420 1510522 1577557 1653530 1697930 1713322 1789357 1881490 1898546 1941290 1982801 2000804 2078290 2142004 2149589 2207309 2210084 2445937 2449012 2501005 2514772 2523677 2563730 2677505 2701777 2726308 2762605 2847298 3021044 3061265 3143465 3155114 3307060 3395860 3407885 3426644 3578714 3762980 3776305 3797092 3882580 3965602 4156580 4283305 4299178 4414618 4746365 4891874 5002010 5047354 5127460 5271349 5355010 5403554 5525210 5694596 6122530 6286930 6310228 6502613 6815770 6961513 7118245 7157428 7182773 7552610 7887785 7931204 7959289 8173009 8566610 8598356 8829236 8946785 9492730 9783748 9914005 10004020 10094708 10542698 10710020 10747945 10807108 11036545 11050420 12229685 12245060 12573860 12618385 13005226 13508885 13631540 13923026 14236490 14365546 15105220 15775570 15918578 16346018 17133220 17893570 18507437 18985460 19828010 20508241 21085396 21495890 22073090 22653361 23261641 24459370 25236770 25776413 26010452 26356745 27017770 27846052 27944657 28472980 28731092 31551140 31837156 32513065 32692036 34807565 35123101 35787140 35913865 37014874 39656020 39796445 40865045 41016482 42991780 44146180 45306722 46523282 48918740 50473540 51552826 52713490 54035540 55889314 58369609 65026130 68527537 69615130 70246202 71827730 73363637 74029748 79592890 81730090 82032964 90499669 90613444 92537185 93046564 93376049 102541205 103105652 103470757 105426980 111778628 113266805 116308205 116739218 128882065 130052260 137055074 139230260 139723285 140492404 143655460 146727274 159185780 163460180 175615505 180999338 185074370 186752098 195039913 205082410 206941514 216125309 226533610 232616410 233478436 240596681 257764130 266607133 274110148 279446570 291848045 293454548 294493693 302401333 335093369 342637685 351231010 361998676 366818185 370148740 373504196 390079826 410164820 413883028 432250618 452498345 453067220 465232820 466880245 481193362 515528260 517353785 533214266 558893140 583696090 588987386 604802666 670186738 685275370 702462020 733636370 758804917 780159652 864501236 890857981 904996690 933760490 953727281 962386724 975199565 1034707570 1066428532 1080626545 1167392180 1177974772 1202983405 1209605332 1333035665 1340373476 1370550740 1467272740 1472468465 1512006665 1517609834 1675466845 1781715962 1809993380 1867520980 1907454562 1950399130 2069415140 2161253090 2405966810 2535518869 2666071330 2809629017 2944936930 3024013330 3035219668 3350933690 3563431924 3794024585 3814909124 3828418009 3900798260 4322506180 4454289905 4768636405 4811933620 5071037738 5332142660 5619258034 5889873860 6048026660 6701867380 7588049170 7656836018 7996636433 8908579810 9537272810 9864463921 10142075476 11238516068 12398454653 12677594345 14048145085 15176098340 15313672036 15993272866 17817159620 19074545620 19142090045 19728927842 24796909306 25355188690 28096290170 31986545732 32961745297 36525177221 38284180090 39457855684 39983182165 49322319605 49593818612 50710377380 56192580340 61992273265 65923490594 73050354442 76568360180 79966364330 98644639210 103956273629 123984546530 131846981188 146100708884 159932728660 164808726485 182625886105 197289278420 207912547258 247969093060 329617452970 365251772210 415825094516 519781368145 659234905940 730503544420 1039562736290 1351431557177 2079125472580 2702863114354 5405726228708 6757157785885 13514315571770 27028631143540
• Sum of all divisors σ(n): 65918649424320
• Sum of proper divisors (its aliquot sum) s(n): 38890018280780
• 27028631143540 is an abundant number, because the sum of its proper divisors (38890018280780) is greater than itself. Its abundance is 11861387137240

Bases of 27028631143540

• Binary: 110001001010100010111111101010100010001110100₂
• Hexadecimal: 0x189517F54474
• Base-36: 9KWS54H2S

Squares and roots of 27028631143540

• 27028631143540 squared (27028631143540²) is 730546901493540408083731600
• 27028631143540 cubed (27028631143540³) is 19745682733524954814067388695778433864000
• The square root of 27028631143540 is 5198906.7257972613
• The cube root of 27028631143540 is 30010.6003811931

Scales and comparisons

• 27,028,631,143,540 seconds is equal to 859,426 years, 44 weeks, 6 days, 23 hours, 25 minutes, 40 seconds.
• To count from 1 to 27,028,631,143,540 would take you about two million, one hundred forty-eight thousand, five hundred sixty-seven 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 27028631143540 cubic inches would be around 2500.9 feet tall.

Recreational maths with 27028631143540

• 27028631143540 backwards is 04534113682072
• The number of decimal digits it has is: 14
• The sum of 27028631143540's digits is 46
• More coming soon!