385696358007990

Names of 385696358007990

• Cardinal: 385696358007990 can be written as Three hundred eighty-five trillion, six hundred ninety-six billion, three hundred fifty-eight million, seven thousand, nine hundred ninety.

Scientific notation

• Scientific notation: 3.8569635800799 × 10¹⁴

Factors of 385696358007990

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 1552

Divisors of 385696358007990

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 3 5 6 10 15 19 30 38 57 89 95 114 137 178 190 193 267 274 285 386 411 421 445 534 570 579 683 685 822 842 890 965 1158 1263 1335 1366 1370 1691 1930 2049 2055 2105 2526 2603 2670 2895 3382 3415 3667 4098 4110 4210 5073 5206 5790 6315 6830 7334 7809 7999 8455 10146 10245 11001 12193 12630 12977 13015 15618 15998 16910 17177 18335 20490 22002 23997 24386 25365 25954 26030 26441 34354 36579 36670 37469 38931 39045 39995 47994 50730 51531 52882 55005 57677 60787 60965 64885 73158 74938 77862 78090 79323 79990 81253 85885 93571 103062 110010 112407 115354 119985 121574 121930 129770 131819 132205 158646 162506 171770 173031 182361 182895 187142 187345 194655 224814 231667 239970 243759 257655 263638 264410 280713 287543 288385 303935 326363 346062 364722 365790 374690 389310 395457 396615 406265 463334 467855 487518 502379 515310 561426 562035 575086 576770 607870 652726 659095 695001 711911 790914 793230 812530 862629 865155 911805 935710 979089 1004758 1095863 1124070 1154953 1158335 1218795 1318190 1390002 1403565 1423822 1437715 1507137 1543807 1631815 1725258 1730310 1777849 1823610 1958178 1977285 2135733 2191726 2309906 2316670 2353249 2437590 2504561 2511895 2807130 2875430 3014274 3087614 3263630 3287589 3464859 3475005 3555698 3559555 3954570 4271466 4313145 4631421 4706498 4895445 5009122 5023790 5133253 5333547 5463317 5479315 5774765 6575178 6929718 6950010 7059747 7119110 7231517 7513683 7535685 7719035 8327819 8626290 8889245 9262842 9790890 10266506 10667094 10678665 10926634 10958630 11131661 11549530 11731891 11766245 12522805 14119494 14463034 15027366 15071370 15399759 15438070 16389951 16437945 16655638 17324295 17778490 18059203 21357330 21694551 22263322 23157105 23463782 23532490 24983457 25045610 25591327 25666265 26667735 27316585 30799518 32779902 32875890 33394983 34648590 35195673 35298735 36118406 36157585 37568415 39393391 41639095 43389102 44711731 46314210 49966914 51182654 51332530 53335470 54177609 54633170 55495799 55658305 58659455 66789966 70391346 70597470 72315170 75136830 76773981 76998795 78786782 81949755 83278190 89423462 90296015 97531807 108355218 108472755 110991598 111316610 117318910 118180173 124917285 127956635 134135193 137398823 153547962 153997590 158228561 163899510 166487397 166974915 175978365 180592030 195063614 196966955 211501559 216945510 222905929 223558655 236360346 249834570 255913270 268270386 270888045 274797646 277478995 292595421 316457122 332974794 333949830 343124857 351956730 383869905 393933910 412196469 423003118 445811858 447117310 474685683 486235213 487659035 541776090 554957990 585190842 590900865 634504677 668717787 670675965 686249714 686994115 748474429 767739810 791142805 824392938 832436985 949371366 972470426 975318070 990717829 1029374571 1054420181 1057507795 1114529645 1181801730 1269009354 1337435574 1341351930 1373988230 1458705639 1462977105 1496948858 1582285610 1607269067 1664873970 1715624285 1981435658 2058749142 2060982345 2108840362 2115015590 2229059290 2245423287 2373428415 2431176065 2917411278 2925954210 2972153487 3163260543 3172523385 3214538134 3343588935 3431248570 3506011799 3742372145 4121964690 4490846574 4746856830 4821807201 4862352130 4939126111 4953589145 5146872855 5272100905 5944306974 6326521086 6345046770 6687177870 7012023598 7293528195 7484744290 7602924463 8036345335 9643614402 9878252222 9907178290 10293745710 10518035397 10544201810 11227116435 14587056390 14817378333 14860767435 15205848926 15816302715 16072690670 17530058995 18823638751 21036070794 22454232870 22808773389 24109036005 24695630555 29634756666 29721534870 30538112273 31632605430 35060117990 37647277502 38014622315 45617546778 48218072010 49391261110 52590176985 56470916253 61076224546 66614224181 74086891665 76029244630 91614336819 93843396109 94118193755 105180353970 112941832506 114043866945 133228448362 144455564797 148173783330 152690561365 183228673638 187686792218 188236387510 199842672543 228087733890 281530188327 282354581265 288911129594 305381122730 333071120905 399685345086 433366694391 458071684095 469216980545 563060376654 564709162530 666142241810 676660277207 722277823985 866733388782 916143368190 938433961090 999213362715 1353320554414 1407650941635 1444555647970 1998426725430 2029980831621 2166833471955 2815301883270 3383301386035 4059961663242 4333666943910 6766602772070 10149904158105 12856545266933 20299808316210 25713090533866 38569635800799 64282726334665 77139271601598 128565452669330 192848179003995 385696358007990
• Sum of all divisors σ(n): 1001507879577600
• Sum of proper divisors (its aliquot sum) s(n): 615811521569610
• 385696358007990 is an abundant number, because the sum of its proper divisors (615811521569610) is greater than itself. Its abundance is 230115163561620

Bases of 385696358007990

• Binary: 1010111101100100111101110011010010000010010110110₂
• Hexadecimal: 0x15EC9EE6904B6
• Base-36: 3SPUGL68C6

Squares and roots of 385696358007990

• 385696358007990 squared (385696358007990²) is 148761680580627591800903840100
• 385696358007990 cubed (385696358007990³) is 57376838411095993339758486693273577482399000
• The square root of 385696358007990 is 19639153.6988738393
• The cube root of 385696358007990 is 72791.6972935769

Scales and comparisons

• 385,696,358,007,990 seconds is equal to 12,263,951 years, 7 weeks, 4 days, 16 hours, 26 minutes, 30 seconds.
• To count from 1 to 385,696,358,007,990 would take you about thirty million, six hundred fifty-nine thousand, eight hundred seventy-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 385696358007990 cubic inches would be around 6066 feet tall.

Recreational maths with 385696358007990

• 385696358007990 backwards is 099700853696583
• The number of decimal digits it has is: 15
• The sum of 385696358007990's digits is 78
• More coming soon!