100148208912017442

Names of 100148208912017442

• Cardinal: 100148208912017442 can be written as One hundred quadrillion, one hundred forty-eight trillion, two hundred eight billion, nine hundred twelve million, seventeen thousand, four hundred forty-two.

Scientific notation

• Scientific notation: 1.00148208912017442 × 10¹⁷

Factors of 100148208912017442

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 778

Divisors of 100148208912017442

• Number of divisors d(n): 450
• Complete list of divisors:
  1 2 3 6 9 11 18 22 29 33 58 66 87 99 121 174 198 242 261 319 363 522 638 726 733 841 957 1089 1331 1466 1682 1914 2178 2199 2523 2662 2871 3509 3993 4398 5046 5742 6597 7018 7569 7986 8063 9251 10527 11979 13194 14641 15138 16126 18502 21054 21257 23958 24189 24389 27753 29282 31581 38599 42514 43923 48378 48778 55506 63162 63771 72567 73167 77198 83259 87846 88693 101761 115797 127542 131769 145134 146334 166518 177386 191313 203522 219501 231594 233827 263538 266079 268279 305283 347391 382626 424589 439002 467654 532158 536558 537289 610566 616453 694782 701481 707281 798237 804837 849178 915849 975623 1074578 1119371 1232906 1273767 1402962 1414562 1596474 1609674 1611867 1831698 1849359 1951246 2104443 2121843 2238742 2414511 2547534 2572097 2926869 2951069 3223734 3358113 3698718 3821301 4208886 4243686 4829022 4835601 5144194 5548077 5853738 5902138 5910179 6365529 6716226 6780983 7642602 7716291 7780091 8780607 8853207 9671202 10074339 10731853 11096154 11820358 12313081 12731058 13561966 15432582 15560182 15581381 17561214 17706414 17730537 17877137 20148678 20342949 21463706 23148873 23340273 24626162 26559621 28293067 31162762 32195559 32461759 35461074 35754274 36939243 40685898 46297746 46680546 46744143 53119242 53191611 53631411 56586134 61028847 64391118 64923518 65011969 70020819 73878486 74590813 84879201 85581001 93488286 96586677 97385277 106383222 107262822 110817729 122057694 130023938 140041638 140232429 149181626 160894233 169758402 171162002 171395191 193173354 194770554 195035907 196648507 221635458 223772439 254637603 256743003 280464858 292155831 311223737 321788466 342790382 357079349 390071814 393297014 447544878 451860049 509275206 513486006 514185573 518436973 584311662 585107721 589945521 622447474 671317317 714158698 715131659 770229009 820498943 903720098 933671211 941391011 1028371146 1036873946 1071238047 1170215442 1179891042 1342634634 1355580147 1430263318 1540458018 1542556719 1555310919 1640997886 1769836563 1867342422 1882782022 1885347101 2142476094 2145394977 2163133577 2461496829 2711160294 2801013633 2824173033 3085113438 3110621838 3213714141 3539673126 3770694202 4066740441 4290789954 4326267154 4665932757 4922993658 4970460539 5602027266 5648346066 5656041303 5702806703 6427428282 6436184931 6489400731 7384490487 7866448249 8133480882 8472519099 9025488373 9331865514 9940921078 10355301121 11312082606 11405613406 12872369862 12978801462 13103941421 14768980974 14911381617 15732896498 16945038198 16968123909 17108420109 18050976746 19468202193 20710602242 20738818111 23599344747 23794469347 26207882842 27076465119 29822763234 31065903363 33936247818 34216840218 38936404386 39311824263 41477636222 44734144851 47198689494 47588938694 51325260327 54152930238 54675065929 62131806726 62216454333 62730873733 70798034241 71383408041 78623648526 81229395357 89468289702 93197710089 102650520654 109350131858 117935472789 124432908666 125461747466 141596068482 142766816082 144143355631 162458790714 164025197787 186395420178 186649362999 188192621199 214150224123 228126999221 235870945578 261739162817 288286711262 328050395574 373298725998 376385242398 380014301209 428300448246 432430066893 456253998442 492075593361 523478325634 564577863597 601425725219 684380997663 690039611063 760028602418 785217488451 864860133786 984151186722 1129155727194 1140042903627 1202851450438 1297290200679 1368761995326 1380079222126 1570434976902 1585576911941 1804277175657 2053142992989 2070118833189 2280085807254 2355652465353 2594580401358 3171153823882 3420128710881 3608554351314 4106285985978 4140237666378 4180157313299 4711304930706 4756730735823 5412831526971 6210356499567 6615682977409 6840257421762 7590435721693 8360314626598 9513461471646 10825663053942 12420712999134 12540471939897 13231365954818 14270192207469 15180871443386 17441346031351 19847048932227 22771307165079 25080943879794 28540384414938 34882692062702 37621415819691 39694097864454 45542614330158 45981730446289 52324038094053 59541146796681 68313921495237 75242831639382 91963460892578 104648076188106 119082293593362 136627842990474 137945191338867 156972114282159 191854806344861 275890382677734 313944228564318 383709612689722 413835574016601 505799034909179 575564419034583 827671148033202 1011598069818358 1151128838069166 1517397104727537 1726693257103749 3034794209455074 3453386514207498 4552191314182611 5563789384000969 9104382628365222 11127578768001938 16691368152002907 33382736304005814 50074104456008721 100148208912017442
• Sum of all divisors σ(n): 247547255017316085
• Sum of proper divisors (its aliquot sum) s(n): 147399046105298643
• 100148208912017442 is an abundant number, because the sum of its proper divisors (147399046105298643) is greater than itself. Its abundance is 47250837193281201

Bases of 100148208912017442

• Binary: 101100011110011000100001111110001000101111010100000100010₂
• Hexadecimal: 0x163CC43F117A822
• Base-36: RE3KS18350I

Squares and roots of 100148208912017442

• 100148208912017442 squared (100148208912017442²) is 10029663748285089793863686512223364
• 100148208912017442 cubed (100148208912017442³) is 1004452860380543091805637081012806669899566167914888
• The square root of 100148208912017442 is 316462018.1191061071
• The cube root of 100148208912017442 is 464388.0784463827

Scales and comparisons

• 100,148,208,912,017,442 seconds is equal to 3,184,403,264 years, 33 weeks, 6 days, 12 hours, 50 minutes, 42 seconds.
• To count from 1 to 100,148,208,912,017,442 would take you about nine billion, five hundred fifty-three million, two hundred nine thousand, seven 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 100148208912017442 cubic inches would be around 38699 feet tall.

Recreational maths with 100148208912017442

• 100148208912017442 backwards is 244710219802841001
• The number of decimal digits it has is: 18
• The sum of 100148208912017442's digits is 54
• More coming soon!