268462388740

Names of 268462388740

• Cardinal: 268462388740 can be written as Two hundred sixty-eight billion, four hundred sixty-two million, three hundred eighty-eight thousand, seven hundred forty.

Scientific notation

• Scientific notation: 2.6846238874 × 10¹¹

Factors of 268462388740

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 702

Divisors of 268462388740

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 4 5 7 10 13 14 17 20 26 28 34 35 41 49 52 65 68 70 82 85 91 98 119 130 140 164 170 182 196 205 221 238 245 260 287 340 343 364 410 442 455 476 490 533 574 595 617 637 686 697 820 833 884 910 980 1066 1105 1148 1190 1234 1274 1372 1394 1435 1547 1666 1715 1820 2009 2132 2210 2380 2401 2468 2548 2665 2788 2870 3085 3094 3185 3332 3430 3485 3731 4018 4165 4319 4420 4459 4802 4879 5330 5740 5831 6170 6188 6370 6860 6970 7462 7735 8021 8036 8330 8638 8918 9061 9604 9758 10045 10489 10660 10829 11662 12005 12340 12740 13940 14063 14924 15470 16042 16660 17276 17836 18122 18655 19516 20090 20978 21595 21658 22295 23324 24010 24395 25297 26117 28126 29155 30233 30940 31213 32084 34153 36244 37310 40105 40180 40817 41956 43190 43316 44590 45305 48020 48790 50594 52234 52445 54145 56147 56252 58310 60466 62426 63427 68306 70315 73423 74620 75803 80210 81634 86380 89180 90610 97580 98441 101188 104468 104890 108290 112294 116620 120932 124852 126485 126854 130585 136357 136612 140630 146846 151165 151606 156065 160420 163268 170765 177079 181220 182819 196882 204085 209780 211631 216580 224588 239071 252970 253708 261170 272714 280735 281260 293692 302330 303212 312130 317135 328861 341530 354158 365638 367115 379015 393029 393764 408170 423262 430049 443989 478142 492205 505940 513961 522340 530621 545428 561470 604660 624260 634270 657722 681785 683060 708316 731276 734230 758030 786058 816340 846524 860098 885395 887978 914095 954499 956284 984410 1027922 1058155 1061242 1122940 1195355 1239553 1268540 1279733 1315444 1363570 1468460 1481417 1516060 1572116 1644305 1673497 1720196 1770790 1775956 1828190 1908998 1965145 1968820 2055844 2116310 2122484 2150245 2219945 2302027 2390710 2479106 2559466 2569805 2653105 2727140 2751203 2962834 3010343 3107923 3288610 3346994 3541580 3597727 3656380 3817996 3930290 4232620 4300490 4439890 4604054 4772495 4781420 4958212 5118932 5139610 5306210 5502406 5590637 5925668 6020686 6197765 6215846 6398665 6577220 6681493 6693988 7195454 7407085 7860580 8367485 8600980 8676871 8879780 9208108 9544990 10279220 10612420 11004812 11181274 11510135 12041372 12395530 12431692 12797330 13362986 13756015 14390908 14814170 15051715 15539615 16114189 16734970 17353742 17988635 19089980 19258421 21072401 21755461 22362548 23020270 24791060 25184089 25594660 26725972 27512030 27953185 29628340 30103430 31079230 32228378 33407465 33469940 34707484 35977270 38516842 39134459 42144802 43384355 43510922 46040540 46770451 50368178 55024060 55906370 60206860 60738097 62158460 64456756 66814930 71954540 77033684 78268918 80570945 84289604 86768710 87021844 93540902 96292105 100736356 105362005 108777305 111812740 112799323 121476194 125920445 133629860 147506807 156537836 161141890 173537420 187081804 192584210 195672295 210724010 217554610 225598646 233852255 242952388 251840890 273941213 295013614 303690485 322283780 327393157 385168420 391344590 421448020 435109220 451197292 467704510 503681780 547882426 563996615 590027228 607380970 654786314 737534035 782689180 789595261 935409020 1032547649 1095764852 1127993230 1214761940 1309572628 1369706065 1475068070 1579190522 1636965785 1917588491 2065095298 2255986460 2739412130 2950136140 3158381044 3273931570 3835176982 3947976305 4130190596 5162738245 5478824260 6547863140 7670353964 7895952610 9587942455 10325476490 13423119437 15791905220 19175884910 20650952980 26846238874 38351769820 53692477748 67115597185 134231194370 268462388740
• Sum of all divisors σ(n): 769485969504
• Sum of proper divisors (its aliquot sum) s(n): 501023580764
• 268462388740 is an abundant number, because the sum of its proper divisors (501023580764) is greater than itself. Its abundance is 232561192024

Bases of 268462388740

• Binary: 11111010000001100110101111011000000100₂
• Hexadecimal: 0x3E819AF604
• Base-36: 3FBVKOW4

Squares and roots of 268462388740

• 268462388740 squared (268462388740²) is 72072054167986878787600
• 268462388740 cubed (268462388740³) is 19348635823336430716295931091624000
• The square root of 268462388740 is 518133.5626457719
• The cube root of 268462388740 is 6451.0115092521

Scales and comparisons

• 268,462,388,740 seconds is equal to 8,536 years, 14 weeks, 1 day, 13 hours, 45 minutes, 40 seconds.
• To count from 1 to 268,462,388,740 would take you about seventeen thousand and seventy-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 268462388740 cubic inches would be around 537.6 feet tall.

Recreational maths with 268462388740

• 268462388740 backwards is 047883264862
• The number of decimal digits it has is: 12
• The sum of 268462388740's digits is 58
• More coming soon!