42345977960

Names of 42345977960

• Cardinal: 42345977960 can be written as Forty-two billion, three hundred forty-five million, nine hundred seventy-seven thousand, nine hundred sixty.

Scientific notation

• Scientific notation: 4.234597796 × 10¹⁰

Factors of 42345977960

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 168

Divisors of 42345977960

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 4 5 8 10 11 13 17 20 22 26 34 40 44 52 55 59 61 65 68 85 88 104 110 118 121 122 130 136 143 170 187 220 221 236 242 244 260 286 295 305 340 374 440 442 472 484 488 520 572 590 605 610 649 671 680 715 748 767 793 884 935 968 1003 1037 1105 1144 1180 1210 1220 1298 1331 1342 1430 1496 1534 1573 1586 1768 1870 2006 2057 2074 2210 2360 2420 2431 2440 2596 2662 2684 2860 3068 3146 3172 3245 3355 3599 3740 3835 3965 4012 4114 4148 4420 4840 4862 5015 5185 5192 5324 5368 5720 6136 6292 6344 6490 6655 6710 7139 7198 7381 7480 7670 7865 7930 8024 8228 8296 8437 8723 8840 9724 10030 10285 10370 10648 11033 11407 12155 12584 12980 13039 13310 13420 13481 14278 14396 14762 15340 15730 15860 16456 16874 17303 17446 17995 19448 20060 20570 20740 22066 22627 22814 24310 25960 26078 26620 26741 26840 26962 28556 28792 29524 30680 31460 31720 33748 34606 34892 35695 35990 36905 39589 40120 41140 41480 42185 43615 44132 45254 45628 46787 48620 52156 53240 53482 53924 55165 57035 57112 59048 61183 62920 65195 67405 67496 69212 69784 71390 71980 73810 78529 79178 81191 82280 84370 86515 87230 88264 90508 91256 92807 93574 95953 97240 104312 106964 107848 110330 113135 114070 121363 122366 125477 130390 133705 134810 138424 142780 143429 143960 147620 148291 157058 158356 162382 168740 173030 174460 181016 185614 187148 191906 197945 213928 220660 226270 228140 233935 242726 244732 250954 260780 267410 269620 285560 286858 294151 295240 296582 305915 314116 316712 324764 337480 346060 348920 371228 374296 383812 392645 395890 405955 435479 441320 452540 456280 464035 467870 479765 485452 489464 501908 514657 521560 534820 539240 573716 588302 593164 606815 611830 627385 628232 649528 673013 692120 717145 741455 742456 767624 785290 791780 795379 811910 870958 905080 928070 935740 959530 970904 1003816 1020877 1029314 1055483 1069640 1147432 1176604 1186328 1213630 1223660 1254770 1334993 1346026 1380247 1434290 1470755 1482910 1570580 1577719 1583560 1590758 1623820 1631201 1741916 1856140 1871480 1919060 2041754 2058628 2110966 2177395 2353208 2427260 2447320 2509540 2573285 2669986 2692052 2760494 2868580 2941510 2965820 3141160 3155438 3181516 3247640 3262402 3365065 3483832 3712280 3838120 3976895 4083508 4117256 4221932 4354790 4790269 4854520 5019080 5104385 5146570 5277415 5339972 5384104 5520988 5661227 5737160 5883020 5931640 6310876 6363032 6524804 6674965 6730130 6901235 7403143 7888595 7953790 8156005 8167016 8443864 8709580 8749169 9580538 10208770 10293140 10554830 10679944 11041976 11322454 11766040 12621752 13049608 13349930 13460260 13802470 14806286 15777190 15907580 16312010 17354909 17419160 17498338 17943211 19161076 20417540 20586280 21109660 22644908 23951345 26699860 26920520 27604940 28306135 29612572 31554380 31815160 32624020 34709818 34996676 35886422 37015715 38322152 40835080 42219320 43745845 45289816 47902690 53399720 55209880 56612270 59225144 62273497 63108760 65248040 69419636 69993352 71772844 74031430 81434573 86774545 87491690 89716055 95805380 96240859 113224540 124546994 138839272 143545688 148062860 162869146 173549090 174983380 179432110 191610760 192481718 226449080 249093988 296125720 311367485 325738292 347098180 349966760 358864220 384963436 407172865 481204295 498187976 622734970 651476584 694196360 717728440 769926872 814345730 962408590 1058649449 1245469940 1628691460 1924817180 2117298898 2490939880 3257382920 3849634360 4234597796 5293247245 8469195592 10586494490 21172988980 42345977960
• Sum of all divisors σ(n): 123517094400
• Sum of proper divisors (its aliquot sum) s(n): 81171116440
• 42345977960 is an abundant number, because the sum of its proper divisors (81171116440) is greater than itself. Its abundance is 38825138480

Bases of 42345977960

• Binary: 100111011100000001000101100001101000₂
• Hexadecimal: 0x9DC045868
• Base-36: JGBP9PK

Squares and roots of 42345977960

• 42345977960 squared (42345977960²) is 1793181849388805761600
• 42345977960 cubed (42345977960³) is 75934039072490408251434614336000
• The square root of 42345977960 is 205781.3839004879
• The cube root of 42345977960 is 3485.5452273589

Scales and comparisons

• 42,345,977,960 seconds is equal to 1,346 years, 24 weeks, 3 days, 11 hours, 39 minutes, 20 seconds.
• To count from 1 to 42,345,977,960 would take you about two thousand, six hundred ninety-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 42345977960 cubic inches would be around 290.5 feet tall.

Recreational maths with 42345977960

• 42345977960 backwards is 06977954324
• The number of decimal digits it has is: 11
• The sum of 42345977960's digits is 56
• More coming soon!