38268339735053168

Names of 38268339735053168

• Cardinal: 38268339735053168 can be written as Thirty-eight quadrillion, two hundred sixty-eight trillion, three hundred thirty-nine billion, seven hundred thirty-five million, fifty-three thousand, one hundred sixty-eight.

Scientific notation

• Scientific notation: 3.8268339735053168 × 10¹⁶

Factors of 38268339735053168

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 644

Divisors of 38268339735053168

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 4 8 13 16 17 26 34 52 68 104 136 169 208 211 221 272 289 338 401 422 442 578 676 802 844 884 1156 1352 1604 1688 1768 2197 2312 2704 2743 2873 3208 3376 3536 3587 3757 4394 4624 5213 5486 5746 6416 6817 7174 7514 8788 10426 10972 11492 13634 14348 15028 17576 20852 21944 22984 27268 28696 30056 35152 35659 37349 41704 43888 44521 45968 46631 48841 54536 57392 60112 60979 67769 71318 74698 83408 84611 88621 89042 93262 97682 109072 115889 121958 135538 142636 149396 169222 177242 178084 186524 195364 231778 243916 271076 285272 298792 338444 354484 356168 373048 390728 463556 463567 487832 542152 570544 578773 597584 606203 634933 676888 708968 712336 746096 756857 781456 792727 880997 927112 927134 975664 1084304 1099943 1152073 1157546 1212406 1269866 1353776 1417936 1438387 1506557 1513714 1585454 1761994 1854224 1854268 2199886 2304146 2315092 2424812 2539732 2876774 3013114 3027428 3170908 3523988 3708536 4399772 4608292 4630184 4849624 5079464 5753548 6026228 6054856 6341816 7047976 7417072 7524049 7880639 8799544 9216584 9260368 9393931 9699248 9839141 10158928 10305451 11507096 12052456 12109712 12683632 12866569 14095952 14299259 14976949 15048098 15761278 17599088 17852921 18433168 18699031 18787862 19585241 19678282 20610902 23014192 24104912 24452579 25733138 28598518 29953898 30096196 31522556 35705842 37398062 37575724 39170482 39356564 41221804 48905158 51466276 57197036 59907796 60192392 63045112 71411684 74796124 75151448 78340964 78713128 82443608 97810316 97812637 102932552 114394072 119815592 120384784 122121103 126090224 127908833 133970863 142823368 149592248 150302896 156681928 157426256 159696827 164887216 167265397 185890367 195620632 195625274 205865104 228788144 232087973 239631184 243087403 244242206 254608133 255817666 267941726 285646736 299184496 303499657 313363856 317883527 319393654 334530794 371780734 391241264 391250548 464175946 486174806 488484412 509216266 511635332 535883452 606999314 635767054 638787308 669061588 743561468 782501096 928351892 972349612 976968824 1018432532 1023270664 1071766904 1213998628 1271534108 1277574616 1338123176 1487122936 1565002192 1587574339 1662814829 1856703784 1944699224 1953937648 2036865064 2046541328 2076058751 2143533808 2174450161 2427997256 2543068216 2555149232 2676246352 2714846059 2974245872 3017143649 3160136239 3175148678 3325629658 3713407568 3766966331 3889398448 3945495541 4073730128 4132485851 4152117502 4348900322 4855994512 5086136432 5159494169 5429692118 6034287298 6320272478 6350297356 6651259316 7533932662 7890991082 8264971702 8304235004 8697800644 10318988338 10859384236 12068574596 12640544956 12700594712 13302518632 15067865324 15781982164 16529943404 16608470008 17395601288 20637976676 20638466407 21718768472 24137149192 25281089912 25401189424 26605037264 26988763763 28267852093 30135730648 31563964328 33059886808 33216940016 34791202576 35292998767 39222867437 41275953352 41276932814 43437536944 48274298384 48970562303 50562179824 51291442033 53722316063 53977527526 56535704186 60271461296 63127928656 64038427627 66119773616 67073424197 70585997534 78445734874 82551906704 82553865628 97941124606 102582884066 107444632126 107955055052 113071408372 128076855254 134146848394 141171995068 156891469748 165107731256 195882249212 205165768132 214889264252 215910110104 226142816744 256153710508 268293696788 282343990136 313782939496 330215462512 350853928919 391764498424 410331536264 429778528504 431820220208 452285633488 458808983971 512307421016 536587393576 564687980272 627565878992 636617309939 666788746429 701707857838 783528996848 820663072528 832499559151 859557057008 871954514561 917617967942 1024614842032 1073174787152 1088653269659 1273234619878 1333577492858 1403415715676 1664999118302 1743909029122 1835235935884 2177306539318 2546469239756 2667154985716 2806831431352 3329998236604 3487818058244 3670471871768 4354613078636 5092938479512 5334309971432 5613662862704 5964516791623 6659996473208 6975636116488 7340943743536 8276025029207 8709226157272 10185876959024 10668619942864 10822494268963 11335408689293 11929033583246 13319992946416 13951272232976 14152492505567 16552050058414 17418452314544 21644988537926 22670817378586 23858067166492 28304985011134 33104100116828 43289977075852 45341634757172 47716134332984 56609970022268 66208200233656 86579954151704 90683269514344 95432268665968 113219940044536 132416400467312 140692425496519 173159908303408 181366539028688 183982402572371 226439880089072 281384850993038 367964805144742 562769701986076 735929610289484 1125539403972152 1471859220578968 2251078807944304 2391771233440823 2943718441157936 4783542466881646 9567084933763292 19134169867526584 38268339735053168
• Sum of all divisors σ(n): 85943612716946880
• Sum of proper divisors (its aliquot sum) s(n): 47675272981893712
• 38268339735053168 is an abundant number, because the sum of its proper divisors (47675272981893712) is greater than itself. Its abundance is 9406933246840544

Bases of 38268339735053168

• Binary: 10000111111101001101101000101100000011010100001101110000₂
• Hexadecimal: 0x87F4DA2C0D4370
• Base-36: AGSZSKQZYI8

Squares and roots of 38268339735053168

• 38268339735053168 squared (38268339735053168²) is 1464465826077449172399063786836224
• 38268339735053168 cubed (38268339735053168³) is 56042675762707110070602843808182354259979148357632
• The square root of 38268339735053168 is 195622952.9862310611
• The cube root of 38268339735053168 is 336987.0462462169

Scales and comparisons

• 38,268,339,735,053,168 seconds is equal to 1,216,814,831 years, 43 weeks, 8 hours, 6 minutes, 8 seconds.
• To count from 1 to 38,268,339,735,053,168 would take you about three billion, six hundred fifty million, four hundred forty-four thousand, four hundred ninety-five 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 38268339735053168 cubic inches would be around 28082.3 feet tall.

Recreational maths with 38268339735053168

• 38268339735053168 backwards is 86135053793386283
• The number of decimal digits it has is: 17
• The sum of 38268339735053168's digits is 80
• More coming soon!