38056445985536

Names of 38056445985536

• Cardinal: 38056445985536 can be written as Thirty-eight trillion, fifty-six billion, four hundred forty-five million, nine hundred eighty-five thousand, five hundred thirty-six.

Scientific notation

• Scientific notation: 3.8056445985536 × 10¹³

Factors of 38056445985536

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 1170

Divisors of 38056445985536

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 4 8 11 16 19 22 31 32 38 44 62 64 76 88 103 124 128 152 176 206 209 248 256 304 331 341 352 412 418 496 589 608 662 673 682 704 824 836 992 1133 1178 1216 1324 1346 1364 1408 1648 1672 1957 1984 2266 2356 2432 2648 2692 2728 2816 3193 3296 3344 3641 3914 3968 4532 4712 4864 5296 5384 5456 6289 6386 6479 6592 6688 7282 7403 7828 7936 9064 9424 10261 10592 10768 10912 12578 12772 12787 12958 13184 13376 14564 14806 15656 18128 18848 20522 20863 21184 21527 21536 21824 25156 25544 25574 25916 26368 26752 29128 29612 31312 34093 35123 36256 37696 41044 41726 42368 43054 43072 43648 50312 51088 51148 51832 53504 58256 59224 60667 62624 68186 69179 69319 70246 72512 75392 82088 83452 84736 86108 86144 87296 100624 102176 102296 103664 112871 116512 118448 121334 125248 136372 138358 138638 140492 140657 145024 150784 164176 166904 172216 172288 194959 201248 204352 204592 207328 222763 225742 229493 233024 236896 242668 250496 272744 276716 277276 280984 281314 290048 328352 333808 344432 375023 389918 396397 402496 408704 409184 414656 445526 451484 458986 466048 473792 485336 500992 545488 553432 554552 561968 562628 647767 656704 667337 667616 688864 750046 762509 779836 792794 804992 817408 818368 829312 891052 902968 917972 932096 947584 970672 1056883 1090976 1106864 1109104 1123936 1125256 1295534 1313408 1317061 1334674 1335232 1377728 1500092 1525018 1559672 1585588 1609984 1636736 1658624 1782104 1805936 1835944 1895168 1941344 2113766 2144549 2148889 2181952 2213728 2218208 2247872 2250512 2450393 2591068 2626816 2634122 2669348 2670464 2755456 3000184 3050036 3119344 3171176 3273472 3564208 3611872 3671888 3882688 4227532 4232497 4289098 4297778 4360367 4363904 4427456 4436416 4495744 4501024 4900786 5182136 5268244 5338696 5340928 5510912 6000368 6100072 6238688 6342352 6905653 7125437 7128416 7223744 7343776 7765376 8455064 8464994 8578196 8595556 8720734 8727808 8854912 8872832 8991488 9002048 9801572 10364272 10536488 10677392 11625713 12000736 12200144 12477376 12684704 13811306 14250874 14256832 14447488 14487671 14687552 15530752 16910128 16929988 17156392 17191112 17441468 17709824 17745664 18004096 19603144 20080777 20728544 21072976 21354784 22944589 23251426 23637779 24001472 24400288 24954752 25369408 27622612 28501748 28513664 28894976 28975342 29375104 33820256 33859976 34312784 34382224 34882936 36008192 39206288 40161554 40828891 41457088 42145952 42709568 45889178 46502852 46557467 47275558 48002944 48800576 49909504 50738816 55245224 57003496 57027328 57950684 58750208 67640512 67719952 68625568 68764448 69765872 75962183 78412576 80323108 81657782 82914176 84291904 85419136 91778356 93005704 93114934 94551116 96005888 97601152 101477632 110490448 114006992 115901368 131207407 135281024 135439904 137251136 137528896 139531744 151924366 156825152 160646216 163315564 165828352 168583808 170838272 183556712 186011408 186229868 189102232 195202304 220888547 220980896 228013984 231802736 252390479 262414814 270562048 270879808 274502272 275057792 279063488 303848732 313650304 321292432 326631128 337167616 367113424 372022816 372459736 378204464 435947191 441777094 441961792 449117801 456027968 463605472 504780958 524829628 541759616 549004544 550115584 558126976 607697464 627300608 642584864 653262256 711282259 734226848 744045632 744919472 756408928 871894382 883554188 883923584 898235602 912055936 927210944 1009561916 1049659256 1083519232 1116253952 1215394928 1285169728 1306524512 1422564518 1443281477 1468453696 1488091264 1489838944 1512817856 1743788764 1767108376 1767847168 1796471204 1824111872 1854421888 2019123832 2099318512 2430789856 2570339456 2613049024 2845129036 2886562954 2936907392 2976182528 2979677888 3025635712 3487577528 3534216752 3592942408 3708843776 4038247664 4198637024 4795419101 4861579712 5140678912 5226098048 5690258072 5773125908 5873814784 5959355776 6051271424 6975155056 7068433504 7185884816 7824104849 8076495328 8397274048 9590838202 9723159424 10452196096 11380516144 11546251816 11918711552 13514362921 13950310112 14136867008 14371769632 15648209698 16152990656 16794548096 19181676404 19446318848 22761032288 23092503632 27028725842 27900620224 28273734016 28743539264 31296419396 32305981312 33589096192 38363352808 45522064576 46185007264 54057451684 55801240448 56547468032 57487078528 62592838792 64611962624 76726705616 91044129152 92370014528 108114903368 111602480896 114974157056 125185677584 148657992131 153453411232 182088258304 184740029056 216229806736 250371355168 297315984262 306906822464 369480058112 432459613472 500742710336 594631968524 613813644928 864919226944 1001485420672 1189263937048 1227627289856 1729838453888 2002970841344 2378527874096 3459676907776 4757055748192 9514111496384 19028222992768 38056445985536
• Sum of all divisors σ(n): 91329996226560
• Sum of proper divisors (its aliquot sum) s(n): 53273550241024
• 38056445985536 is an abundant number, because the sum of its proper divisors (53273550241024) is greater than itself. Its abundance is 15217104255488

Bases of 38056445985536

• Binary: 1000101001110010110100111100011100001100000000₂
• Hexadecimal: 0x229CB4F1C300
• Base-36: DHMW1CNI8

Squares and roots of 38056445985536

• 38056445985536 squared (38056445985536²) is 1448293081050019130321207296
• 38056445985536 cubed (38056445985536³) is 55116887410205565207728511414064073670656
• The square root of 38056445985536 is 6168990.6780231077
• The cube root of 38056445985536 is 33636.3923249969

Scales and comparisons

• 38,056,445,985,536 seconds is equal to 1,210,077 years, 13 weeks, 5 days, 19 hours, 58 minutes, 56 seconds.
• To count from 1 to 38,056,445,985,536 would take you about three million, twenty-five thousand, one hundred ninety-three 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 38056445985536 cubic inches would be around 2803 feet tall.

Recreational maths with 38056445985536

• 38056445985536 backwards is 63558954465083
• The number of decimal digits it has is: 14
• The sum of 38056445985536's digits is 71
• More coming soon!