448442297714016

Names of 448442297714016

• Cardinal: 448442297714016 can be written as Four hundred forty-eight trillion, four hundred forty-two billion, two hundred ninety-seven million, seven hundred fourteen thousand and sixteen.

Scientific notation

• Scientific notation: 4.48442297714016 × 10¹⁴

Factors of 448442297714016

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 648

Divisors of 448442297714016

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 18 24 27 32 36 43 48 54 72 81 86 96 108 129 137 144 162 172 216 258 274 288 324 344 387 411 432 463 516 548 648 688 774 822 864 926 1032 1096 1161 1233 1296 1376 1389 1548 1644 1852 2064 2192 2322 2466 2592 2778 3096 3288 3483 3699 3704 4128 4167 4384 4644 4932 5556 5891 6192 6576 6966 7398 7408 8334 9288 9864 11097 11112 11782 12384 12501 13152 13932 14796 14816 16668 17673 18576 18769 19728 19909 22194 22224 23564 25002 27864 29592 33336 35346 37152 37503 37538 39456 39818 44388 44448 47128 50004 53019 55728 56307 59184 59727 63431 66672 70692 75006 75076 79636 88776 94256 100008 106038 111456 112614 118368 119454 126862 133344 141384 150012 150152 159057 159272 168921 177552 179181 188512 190293 200016 212076 214369 225228 238908 253724 282768 300024 300304 318114 318544 337842 355104 358362 380586 400032 424152 428738 450456 477171 477816 506763 507448 537543 565536 570879 600048 600608 636228 637088 643107 675684 716724 761172 807067 848304 857476 900912 954342 955632 1013526 1014896 1075086 1141758 1200096 1272456 1286214 1351368 1433448 1520289 1522344 1612629 1614134 1696608 1712637 1714952 1801824 1908684 1911264 1929321 2027052 2029792 2150172 2283516 2421201 2544912 2572428 2702736 2727533 2866896 3040578 3044688 3225258 3228268 3425274 3429904 3817368 3858642 4054104 4300344 4567032 4842402 5089824 5137911 5144856 5405472 5455066 5733792 5787963 6081156 6089376 6450516 6456536 6850548 6859808 7263603 7634736 7717284 8108208 8182599 8600688 8690047 9134064 9217867 9684804 10275822 10289712 10910132 11575926 12162312 12901032 12913072 13701096 14527206 15269472 15434568 16216416 16365198 17201376 17363889 17380094 18268128 18435734 19369608 20551644 20579424 21790809 21820264 23151852 24324624 24547797 25802064 25826144 26070141 27402192 27653601 29054412 29368553 30869136 32730396 34727778 34760188 36871468 38739216 41103288 43581618 43640528 46303704 48649248 49095594 51604128 52140282 54804384 55307202 58108824 58737106 61738272 65372427 65460792 69455556 69520376 73643391 73742936 77478432 78210423 82206576 82960803 87163236 87281056 88105659 92607408 98191188 104280564 110614404 116217648 117474212 130744854 130921584 138911112 139040752 147286782 147485872 156420846 164413152 165921606 174326472 176211318 185214816 196382376 208561128 220930173 221228808 232435296 234631269 234948424 248882409 261489708 261843168 264316977 277822224 278081504 294573564 294971744 312841692 331843212 348652944 352422636 373672021 392764752 417122256 441860346 442457616 469262538 469896848 497764818 522979416 528633954 555644448 589147128 625683384 663686424 697305888 703893807 704845272 746647227 747344042 785529504 792950931 834244512 883720692 884915232 938525076 939793696 995529636 1045958832 1057267908 1121016063 1178294256 1251366768 1262847779 1327372848 1407787614 1409690544 1493294454 1494688084 1585901862 1767441384 1877050152 1991059272 2091917664 2114535816 2242032126 2356588512 2378852793 2502733536 2525695558 2654745696 2815575228 2819381088 2986588908 2989376168 3171803724 3363048189 3534882768 3754100304 3788543337 3982118544 4023491761 4229071632 4484064252 4757705586 5051391116 5631150456 5973177816 5978752336 6343607448 6726096378 7069765536 7508200608 7577086674 7964237088 8046983522 8458143264 8968128504 9515411172 10089144567 10102782232 11262300912 11365630011 11946355632 11957504672 12070475283 12687214896 13452192756 15154173348 16093967044 17936257008 19030822344 20178289134 20205564464 22524601824 22731260022 23892711264 24140950566 25374429792 26904385512 30267433701 30308346696 32187934088 34096890033 35872514016 36211425849 38061644688 40356578268 40411128928 45462520044 48281901132 53808771024 60534867402 60616693392 64375868176 68193780066 72422851698 76123289376 80713156536 90925040088 96563802264 102290670099 107617542048 108634277547 121069734804 121233386784 128751736352 136387560132 144845703396 161426313072 173010145723 181850080176 193127604528 204581340198 217268555094 242139469608 272775120264 289691406792 322852626144 325902832641 346020291446 363700160352 386255209056 409162680396 434537110188 484278939216 519030437169 545550240528 579382813584 651805665282 692040582892 818325360792 869074220376 968557878432 1038060874338 1091100481056 1158765627168 1303611330564 1384081165784 1557091311507 1636650721584 1738148440752 2076121748676 2607222661128 2768162331568 3114182623014 3273301443168 3476296881504 4152243497352 4671273934521 5214445322256 5536324663136 6228365246028 8304486994704 9342547869042 10428890644512 12456730492056 14013821803563 16608973989408 18685095738084 24913460984112 28027643607126 37370191476168 49826921968224 56055287214252 74740382952336 112110574428504 149480765904672 224221148857008 448442297714016
• Sum of all divisors σ(n): 1362392404067772
• Sum of proper divisors (its aliquot sum) s(n): 913950106353756
• 448442297714016 is an abundant number, because the sum of its proper divisors (913950106353756) is greater than itself. Its abundance is 465507808639740

Bases of 448442297714016

• Binary: 1100101111101101100011011110110111000010101100000₂
• Hexadecimal: 0x197DB1BDB8560
• Base-36: 4EYJJPME00

Squares and roots of 448442297714016

• 448442297714016 squared (448442297714016²) is 201100494379026159779322848256
• 448442297714016 cubed (448442297714016³) is 90181967770755050309063293677496066852356096
• The square root of 448442297714016 is 21176456.2123603675
• The cube root of 448442297714016 is 76542.4201324197

Scales and comparisons

• 448,442,297,714,016 seconds is equal to 14,259,077 years, 49 weeks, 16 hours, 33 minutes, 36 seconds.
• To count from 1 to 448,442,297,714,016 would take you about thirty-five million, six hundred forty-seven thousand, six hundred ninety-four 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 448442297714016 cubic inches would be around 6378.5 feet tall.

Recreational maths with 448442297714016

• 448442297714016 backwards is 610417792244844
• The number of decimal digits it has is: 15
• The sum of 448442297714016's digits is 63
• More coming soon!