330728998733133

Names of 330728998733133

• Cardinal: 330728998733133 can be written as Three hundred thirty trillion, seven hundred twenty-eight billion, nine hundred ninety-eight million, seven hundred thirty-three thousand, one hundred thirty-three.

Scientific notation

• Scientific notation: 3.30728998733133 × 10¹⁴

Factors of 330728998733133

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 391306

Divisors of 330728998733133

• Number of divisors d(n): 384
• Complete list of divisors:
  1 3 7 11 13 19 21 29 33 39 49 57 73 77 87 91 133 143 147 203 209 219 231 247 273 319 377 399 429 511 539 551 609 627 637 741 803 931 949 957 1001 1131 1387 1421 1463 1533 1617 1653 1729 1911 2117 2233 2409 2639 2717 2793 2847 3003 3577 3857 4147 4161 4263 4389 5187 5621 6061 6351 6643 6699 7007 7163 7917 8151 9709 10241 10439 10731 11571 12103 12441 14819 15257 15631 16863 18031 18183 18473 19019 19929 21021 21489 23287 26999 27521 29029 29127 30723 31317 36309 39347 40223 42427 44457 45771 46501 46893 50141 54093 55419 57057 67963 69861 73073 78793 80997 82563 87087 103733 106799 118041 120669 126217 127281 133133 139503 150423 163009 192647 198341 203203 203889 219219 236379 281561 296989 302731 311199 320397 350987 378651 391151 399399 442453 489027 511511 522899 551551 577941 595023 609609 747593 844683 883519 890967 908193 1052961 1141063 1173453 1327359 1348529 1388387 1534533 1568697 1654653 1970927 2119117 2242779 2650557 2738057 3097171 3423189 3660293 3860857 4045587 4165161 4302661 5084963 5751889 5912781 6357351 7431869 8214171 9291513 9718709 10980879 11343379 11582571 12907983 14833819 15254889 17255667 19166399 21680197 22295607 25622051 28554023 29156127 30118627 34030137 35594741 40263223 44501457 52023083 55934593 57499197 65040591 76866153 79403653 81750559 85662069 90355881 96614297 106784223 120789669 124777169 147463927 156069249 167803779 199878161 210830389 215524201 238210959 245251677 249163187 281842561 289842891 314094253 364161581 371202299 374331507 391542151 442391781 542526437 555825571 572253913 599634483 632491167 646572603 676300079 747489561 828066667 845527683 873440183 942282759 1032247489 1062757267 1092484743 1113606897 1174626453 1399147127 1508669407 1622103197 1627579311 1667476713 1716761739 2028900237 2198659771 2370766211 2484200001 2598416093 2620320549 2740795057 2801814613 3096742467 3188271801 3797685059 4005777391 4083225289 4197441381 4526008221 4734100553 4866309591 5796466669 5967790807 6114081281 6595979313 7052843681 7112298633 7225732423 7439300869 7795248279 8222385171 8405443839 9108733337 10560685849 10764866671 11354722379 11393055177 12017332173 12249675867 14202301659 15390618397 15733266673 16595363477 17389400007 17903372421 18188912651 18342243843 19612702291 21158531043 21677197269 22317902607 26583795413 27326200011 28582577023 30819960743 31682057547 32294600013 34064167137 40575266683 41774535649 46171855191 47199800019 49369905767 49786090431 52075106083 54566737953 58838106873 63761133359 75354066697 77581280491 79483056653 79751386239 85747731069 92459882229 110132866711 116167544339 118413533381 121725800049 125323606947 137288916037 148109717301 156225318249 173065933403 191283400077 200078039161 204532466749 215739725201 226062200091 232743841473 238449169959 292421749543 330398600133 345589340369 348502633017 355240600143 411866748111 446327933513 519197800209 527478466879 543068963437 600234117483 613597400247 647219175603 770930066977 828894733667 877265248629 1036768021107 1211461533821 1338983800539 1431727267243 1510178076407 1582435400637 1629206890311 2249857134239 2312790200931 2486684201001 3634384601463 3801482744059 4295181801729 4530534229221 5802263135669 6749571402717 8480230736747 10022090870701 11404448232177 15748999939673 17406789407007 25440692210241 30066272612103 47246999819019 110242999577711 330728998733133
• Sum of all divisors σ(n): 665231267635200
• Sum of proper divisors (its aliquot sum) s(n): 334502268902067
• 330728998733133 is an abundant number, because the sum of its proper divisors (334502268902067) is greater than itself. Its abundance is 3773270168934

Bases of 330728998733133

• Binary: 1001011001100101111011000011111001000010101001101₂
• Hexadecimal: 0x12CCBD87C854D
• Base-36: 398ESYOC3X

Squares and roots of 330728998733133

• 330728998733133 squared (330728998733133²) is 109381670603020689518951995689
• 330728998733133 cubed (330728998733133³) is 36175690398294400732076462713421123077463637
• The square root of 330728998733133 is 18185956.0852085255
• The cube root of 330728998733133 is 69155.0806310303

Scales and comparisons

• 330,728,998,733,133 seconds is equal to 10,516,159 years, 7 weeks, 4 days, 18 hours, 45 minutes, 33 seconds.
• To count from 1 to 330,728,998,733,133 would take you about twenty-six million, two hundred ninety 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 330728998733133 cubic inches would be around 5762.9 feet tall.

Recreational maths with 330728998733133

• 330728998733133 backwards is 331337899827033
• The number of decimal digits it has is: 15
• The sum of 330728998733133's digits is 69
• More coming soon!