107990350307892

Names of 107990350307892

• Cardinal: 107990350307892 can be written as One hundred seven trillion, nine hundred ninety billion, three hundred fifty million, three hundred seven thousand, eight hundred ninety-two.

Scientific notation

• Scientific notation: 1.07990350307892 × 10¹⁴

Factors of 107990350307892

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 240

Divisors of 107990350307892

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 3 4 6 9 12 13 18 26 27 36 39 52 54 78 81 108 109 113 117 156 162 169 218 226 234 324 327 338 339 351 436 452 468 507 654 676 678 702 981 1014 1017 1053 1308 1356 1404 1417 1469 1521 1962 2028 2034 2106 2197 2834 2938 2943 3042 3051 3924 4068 4212 4251 4394 4407 4563 5668 5876 5886 6084 6102 6591 8502 8788 8814 8829 9126 9153 11772 11881 12204 12317 12753 12769 13182 13221 13689 17004 17628 17658 18252 18306 18421 19097 19773 23762 24634 25506 25538 26364 26442 27378 35316 35643 36612 36842 36951 38194 38259 38307 39546 39663 47524 49268 51012 51076 52884 54756 55263 57291 59319 71286 73684 73902 76388 76518 76614 79092 79326 106929 110526 110853 114582 114777 114921 118638 118989 142572 147804 153036 153228 154453 158652 160121 165789 165997 171873 177957 213858 221052 221706 229164 229554 229842 237276 237978 239473 248261 308906 320242 320787 331578 331994 332559 343746 344763 355914 427716 443412 459108 459684 463359 475956 478946 480363 496522 497367 497991 515619 617812 640484 641574 663156 663988 665118 687492 689526 711828 718419 744783 926718 957892 960726 962361 993044 994734 995982 997677 1031238 1034289 1283148 1330236 1342553 1379052 1390077 1391821 1436838 1441089 1489566 1492101 1493973 1546857 1853436 1921452 1924722 1989468 1991964 1995354 2007889 2062476 2068578 2081573 2155257 2157961 2234349 2685106 2780154 2783642 2873676 2882178 2979132 2984202 2987946 3093714 3849444 3990708 4015778 4027659 4137156 4163146 4170231 4175463 4310514 4315922 4323267 4468698 4481919 5370212 5560308 5567284 5764356 5968404 5975892 6023667 6187428 6244719 6465771 6473883 6703047 8031556 8055318 8326292 8340462 8350926 8621028 8631844 8646534 8937396 8963838 12047334 12082977 12489438 12510693 12526389 12931542 12947766 12969801 13406094 13445757 16110636 16680924 16701852 17293068 17453189 17927676 18071001 18093673 18734157 19397313 19421649 20109141 24094668 24165954 24978876 25021386 25052778 25863084 25895532 25939602 26102557 26812188 26891514 27060449 28053493 34906378 36142002 36187346 36248931 37468314 37579167 38794626 38843298 40218282 48331908 50042772 50105556 51879204 52205114 52359567 53783028 54120898 54213003 54281019 56106986 56202471 58264947 69812756 72284004 72374692 72497862 74936628 75158334 77589252 77686596 78307671 80436564 81181347 84160479 104410228 104719134 108241796 108426006 108562038 108746793 112213972 112404942 112737501 116529894 144995724 150316668 151708489 156615342 157078701 162362694 162639009 162843057 168320958 168607413 174794841 209438268 216852012 217124076 217493586 224809884 225475002 226891457 233059788 234923013 235217749 243544041 252481437 303416978 313230684 314157402 324725388 325278018 325686114 336641916 337214826 349589682 434987172 450950004 453782914 455125467 469846026 470435498 471236103 487088082 488529171 504962874 606833956 628314804 650556036 651372228 674429652 680674371 699179364 704769039 705653247 730632123 757444311 907565828 910250934 939692052 940870996 942472206 974176164 977058342 1009925748 1361348742 1365376401 1409538078 1411306494 1413708309 1461264246 1465587513 1514888622 1820501868 1884944412 1954116684 1972210357 2042023113 2114307117 2116959741 2191896369 2272332933 2722697484 2730752802 2819076156 2822612988 2827416618 2922528492 2931175026 2949588941 3029777244 3057830737 3944420714 4084046226 4096129203 4228614234 4233919482 4383792738 4544665866 5461505604 5654833236 5862350052 5899177882 5916631071 6115661474 6126069339 6350879223 7888841428 8168092452 8192258406 8457228468 8467838964 8767585476 8848766823 9089331732 9173492211 11798355764 11833262142 12231322948 12252138678 12288387609 12701758446 16384516812 17697533646 17749893213 18346984422 18378208017 19052637669 23666524284 24504277356 24576775218 25403516892 25638734641 26546300469 27520476633 35395067292 35499786426 36693968844 36756416034 38105275338 49153550436 51277469282 53092600938 53249679639 55040953266 70999572852 73512832068 76210550676 76916203923 79638901407 82561429899 102554938564 106185201876 106499359278 110081906532 153832407846 159277802814 159749038917 165122859798 212998718556 230748611769 238916704221 247684289697 307664815692 318555605628 319498077834 330245719596 333303550333 461497223538 477833408442 495368579394 638996155668 666607100666 692245835307 922994447076 955666816884 990737158788 999910650999 1333214201332 1384491670614 1999821301998 2076737505921 2768983341228 2999731952997 3999642603996 4153475011842 5999463905994 8306950023684 8999195858991 11998927811988 17998391717982 26997587576973 35996783435964 53995175153946 107990350307892
• Sum of all divisors σ(n): 311410159640580
• Sum of proper divisors (its aliquot sum) s(n): 203419809332688
• 107990350307892 is an abundant number, because the sum of its proper divisors (203419809332688) is greater than itself. Its abundance is 95429459024796

Bases of 107990350307892

• Binary: 11000100011011101110110011110000010001000110100₂
• Hexadecimal: 0x623776782234
• Base-36: 12A22YCF90

Squares and roots of 107990350307892

• 107990350307892 squared (107990350307892²) is 11661915759621229779197483664
• 107990350307892 cubed (107990350307892³) is 1259374368142623038347258659171314040276288
• The square root of 107990350307892 is 10391840.5640142497
• The cube root of 107990350307892 is 47620.6131898201

Scales and comparisons

• 107,990,350,307,892 seconds is equal to 3,433,759 years, 5 weeks, 2 days, 17 hours, 58 minutes, 12 seconds.
• To count from 1 to 107,990,350,307,892 would take you about eight million, five hundred eighty-four thousand, three hundred ninety-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 107990350307892 cubic inches would be around 3968.4 feet tall.

Recreational maths with 107990350307892

• 107990350307892 backwards is 298703053099701
• The number of decimal digits it has is: 15
• The sum of 107990350307892's digits is 63
• More coming soon!