996838960954525364

Names of 996838960954525364

• Cardinal: 996838960954525364 can be written as Nine hundred ninety-six quadrillion, eight hundred thirty-eight trillion, nine hundred sixty billion, nine hundred fifty-four million, five hundred twenty-five thousand, three hundred sixty-four.

Scientific notation

• Scientific notation: 9.96838960954525364 × 10¹⁷

Factors of 996838960954525364

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 2913

Divisors of 996838960954525364

• Number of divisors d(n): 324
• Complete list of divisors:
  1 2 4 13 17 26 34 52 61 68 122 211 221 244 422 442 793 844 884 1037 1586 2074 2609 2743 3172 3587 3721 4148 5218 5486 7174 7442 10436 10972 12871 13481 14348 14884 25742 26962 33917 44353 44521 46631 48373 51484 53924 63257 67834 88706 89042 93262 96746 126514 135668 159149 167323 177412 178084 186524 193492 218807 253028 318298 334646 437614 550499 576589 578773 636596 669292 756857 785131 822341 875228 1100998 1153178 1157546 1513714 1570262 1644682 2068937 2201996 2306356 2315092 2705533 2715781 2844491 3027428 3140524 3289364 4137874 5411066 5431562 5688982 6806881 7156487 8275748 9358483 9708089 9839141 10206703 10822132 10863124 11377964 13347227 13613762 14312974 18716966 19416178 19678282 20413406 26694454 27227524 28625948 33580439 35171929 35305153 37433932 38832356 39356564 40826812 46168277 53388908 67160878 70343858 70610306 88489453 92336554 115716977 116155289 121660279 126205157 134321756 140687716 141220612 165037513 165662641 173513951 176978906 184673108 231433954 232310578 243320558 252410314 330075026 331325282 347027902 353957812 415219741 436545707 462867908 464621156 486641116 504820628 570867463 600187601 660150052 662650564 694055804 830439482 873091414 1141734926 1200375202 1436251891 1504320701 1510018757 1660878964 1746182828 1974639913 2048406779 2145487669 2153614333 2283469852 2400750404 2816264897 2872503782 3008641402 3020037514 3949279826 4096813558 4290975338 4307228666 5397856633 5632529794 5745007564 6017282804 6040075028 7058735597 7085472629 7421277019 7898559652 8193627116 8581950676 8614457332 10795713266 11265059588 14117471194 14170945258 14842554038 18671274583 21591426532 24416282147 25328404201 25670318869 26629288127 28234942388 28341890516 29685108076 34822915243 36611443661 37342549166 48832564294 50656808402 51340637738 53258576254 69645830486 73222887322 74685098332 87611365351 91763562761 92111144177 97665128588 101313616804 102681275476 106517152508 120453034693 139291660972 146445774644 175222730702 183527125522 184222288354 240906069386 303049149001 317411667911 329269254613 350445461404 367054251044 368444576708 430582871417 432213830369 452697898159 481812138772 606098298002 634823335822 658538509226 861165742834 864427660738 905395796318 1138947749563 1212196596004 1269646671644 1317077018452 1489393210967 1565889451009 1722331485668 1728855321476 1810791592636 2277895499126 2978786421934 3131778902018 3939638937013 4555790998252 5151835533017 5344293286411 5597577328421 5618779794797 5957572843868 6263557804036 7347635116273 7879277874026 10303671066034 10688586572822 11195154656842 11237559589594 14695270232546 15758555748052 18485998089061 19362111742571 20607342132068 21377173145644 22390309313684 22475119179188 29390540465092 36971996178122 38724223485142 66973861929221 69475812723343 73943992356244 77448446970284 90852985868987 95519256511549 133947723858442 138951625446686 181705971737974 191038513023098 240317975157793 267895447716884 277903250893372 314261967514037 363411943475948 382077026046196 480635950315586 628523935028074 961271900631172 1127645883432721 1181088816296831 1257047870056148 2255291766865442 2362177632593662 4085405577682481 4510583533730884 4724355265187324 8170811155364962 14659396484625373 16341622310729924 19169980018356257 29318792969250746 38339960036712514 58637585938501492 76679920073425028 249209740238631341 498419480477262682 996838960954525364
• Sum of all divisors σ(n): 2032720173205430436
• Sum of proper divisors (its aliquot sum) s(n): 1035881212250905072
• 996838960954525364 is an abundant number, because the sum of its proper divisors (1035881212250905072) is greater than itself. Its abundance is 39042251296379708

Bases of 996838960954525364

• Binary: 110111010101011110111100000011100101111101101100011010110100₂
• Hexadecimal: 0xDD57BC0E5F6C6B4
• Base-36: 7KN9X4PH27CK

Squares and roots of 996838960954525364

• 996838960954525364 squared (996838960954525364²) is 993687914076897743197881550519332496
• 996838960954525364 cubed (996838960954525364³) is 990546827781484424242374861339615276245194399781428544
• The square root of 996838960954525364 is 998418229.4782709765
• The cube root of 996838960954525364 is 998945.2081234545

Scales and comparisons

• 996,838,960,954,525,364 seconds is equal to 31,696,395,532 years, 51 weeks, 5 days, 17 hours, 2 minutes, 44 seconds.
• To count from 1 to 996,838,960,954,525,364 would take you about ninety-five billion, eighty-nine million, one hundred eighty-six thousand, five hundred ninety-eight 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 996838960954525364 cubic inches would be around 83245.4 feet tall.

Recreational maths with 996838960954525364

• 996838960954525364 backwards is 463525459069838699
• The number of decimal digits it has is: 18
• The sum of 996838960954525364's digits is 101
• More coming soon!