196401613122

Names of 196401613122

• Cardinal: 196401613122 can be written as One hundred ninety-six billion, four hundred one million, six hundred thirteen thousand, one hundred twenty-two.

Scientific notation

• Scientific notation: 1.96401613122 × 10¹¹

Factors of 196401613122

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 248

Divisors of 196401613122

• Number of divisors d(n): 768
• Complete list of divisors:
  1 2 3 6 9 11 13 17 18 22 26 29 33 34 37 39 47 51 58 66 74 78 87 89 94 99 102 111 117 141 143 153 174 178 187 198 221 222 234 261 267 282 286 306 319 333 374 377 407 423 429 442 481 493 517 522 534 561 611 629 638 663 666 754 799 801 814 846 858 957 962 979 986 1034 1073 1122 1131 1157 1221 1222 1258 1287 1326 1363 1443 1479 1513 1551 1598 1602 1683 1739 1833 1887 1914 1958 1989 2146 2262 2314 2397 2431 2442 2574 2581 2726 2871 2886 2937 2958 3026 3102 3219 3293 3366 3393 3471 3478 3663 3666 3774 3978 4089 4147 4183 4329 4437 4539 4653 4794 4862 5162 5217 5291 5423 5499 5661 5742 5874 6409 6438 6586 6721 6786 6919 6942 7191 7293 7326 7743 8177 8178 8294 8366 8658 8789 8811 8874 9078 9306 9657 9879 10387 10413 10434 10582 10846 10998 11322 11803 12267 12441 12549 12727 12818 13442 13617 13838 13949 14382 14586 14993 15486 15651 15873 16269 16354 16643 17578 17622 17719 18241 19129 19227 19314 19669 19758 20163 20757 20774 20826 21879 22607 23171 23229 23606 24531 24534 24882 25098 25454 26367 27234 27898 28391 29563 29637 29986 31161 31302 31746 32538 33286 33553 35409 35438 36223 36482 37323 37647 38181 38258 38454 39338 40326 41514 41847 42809 43758 43877 44979 45214 46013 46342 46458 47619 48807 49062 49929 50431 52734 53157 54379 54723 55981 56782 57387 57681 59007 59126 59274 60489 62271 62322 67106 67821 69513 70499 70818 71111 72446 73593 74646 75294 76362 79101 83694 85173 85618 87754 88689 89947 89958 92026 93483 95238 95497 97614 99858 100659 100862 106227 106314 108669 108758 109446 111962 114257 114543 114774 115362 118014 120978 121307 124542 125541 128427 131631 134937 135642 138039 139026 140998 142222 147186 149787 151293 153439 154771 158202 159471 163137 164169 167943 170346 172161 177021 177378 179894 186966 190994 194909 200651 201318 203463 208539 211497 212454 213333 216359 217338 228514 229086 237133 242614 248677 251082 254881 255519 256854 263262 266067 269841 269874 276078 286491 299574 301223 301977 302586 306878 309542 318942 325193 326007 326274 328338 335886 342771 344322 354042 363921 369083 384319 385281 389818 394893 401302 406926 414117 417078 422994 426666 432718 453879 460317 464313 470899 474266 482647 489411 497354 503829 509762 511038 532134 539682 554741 570401 572982 584727 598169 601953 602446 603954 615791 634491 639999 649077 650386 652014 655603 685542 711399 727753 727842 738166 746031 764643 768638 770562 782221 789786 809523 828234 857327 859473 903669 907758 920634 924443 928626 941798 965294 975579 978822 1007658 1028313 1050467 1091763 1107249 1109482 1140802 1152957 1169454 1196338 1203906 1231582 1241461 1268982 1279998 1298154 1311206 1334377 1380951 1392939 1412697 1422798 1447941 1455506 1492062 1529286 1564442 1576991 1619046 1623449 1664223 1702481 1711203 1714654 1718946 1754181 1794507 1805859 1807338 1847373 1848886 1947231 1951158 1966809 2012023 2056626 2062219 2100934 2134197 2183259 2183526 2214498 2238093 2293929 2305914 2346663 2482922 2571981 2608463 2631107 2668754 2711007 2761902 2773329 2785878 2825394 2895882 2926737 3151401 3153982 3246898 3313453 3321747 3328446 3404962 3422406 3458871 3508362 3589014 3611718 3694746 3724383 3894462 3933618 4003131 4024046 4124438 4227509 4238091 4268394 4343823 4366518 4476186 4488359 4587858 4693326 4730973 4870347 4992669 5107443 5133609 5143962 5216926 5262214 5383521 5422014 5542119 5546658 5853474 5900427 6036069 6186657 6274411 6302802 6549777 6626906 6643494 6917742 7039989 7211633 7448766 7715943 7825389 7893321 8005283 8006262 8319987 8455018 8476182 8687646 8976718 9430597 9454203 9461946 9740694 9940359 9985338 10168873 10214886 10267218 10767042 11084238 11145251 11173149 11800854 12009393 12072138 12373314 12548822 12682527 13099554 13465077 13656071 14079978 14192919 14423266 14611041 15322329 15431886 15650778 15786642 16010566 16639974 17346901 17857939 18108207 18559971 18823233 18861194 18908406 19880718 20337746 21104837 21634899 22132253 22290502 22346298 22684409 23476167 23679963 24015849 24018786 25365054 26808847 26930154 27312142 28291791 28385838 28942177 29222082 29821077 30506619 30644658 33435753 34204391 34693802 35715878 36216414 37119942 37646466 38047581 40395231 40968213 42209674 43269798 44264506 45368818 46952334 47359926 48031698 49371949 52040703 53573817 53617694 56469699 56583582 57884354 58348667 59642154 61013238 63314511 64904697 66396759 66871506 68053227 68408782 72047547 76095162 76302103 80426541 80790462 81936426 84875373 86826531 91519857 98743898 100307259 102613173 104081406 107147634 112939398 116697334 122597761 122904639 126629022 129809394 132793518 136106454 144095094 148115847 152604206 156122109 160721451 160853082 169750746 173653062 175046001 183039714 189943533 199190277 200614518 204159681 205226346 228906309 232153207 241279623 245195522 245809278 260479593 294897317 296231694 307839519 312244218 321442902 350092002 367793283 376248301 379887066 398380554 408319362 444347541 457812618 464306414 482559246 520959186 525138003 589794634 615679038 641835337 686718927 696459621 735586566 752496602 839323133 884691951 888695082 991927339 1050276006 1103379849 1128744903 1283670674 1373437854 1392919242 1678646266 1769383902 1925506011 1983854678 2089378863 2206759698 2257489806 2517969399 2654075853 2975782017 3386234709 3851012022 4178757726 5035938798 5308151706 5776518033 5951564034 6772469418 7553908197 8927346051 10911200729 11553036066 15107816394 17854692102 21822401458 32733602187 65467204374 98200806561 196401613122
• Sum of all divisors σ(n): 580811212800
• Sum of proper divisors (its aliquot sum) s(n): 384409599678
• 196401613122 is an abundant number, because the sum of its proper divisors (384409599678) is greater than itself. Its abundance is 188007986556

Bases of 196401613122

• Binary: 10110110111010011100101100100101000010₂
• Hexadecimal: 0x2DBA72C942
• Base-36: 2I84G6KI

Squares and roots of 196401613122

• 196401613122 squared (196401613122²) is 38573593636923762586884
• 196401613122 cubed (196401613122³) is 7575916014204341753797769279491848
• The square root of 196401613122 is 443172.2160988885
• The cube root of 196401613122 is 5812.7505175577

Scales and comparisons

• 196,401,613,122 seconds is equal to 6,244 years, 50 weeks, 19 hours, 38 minutes, 42 seconds.
• To count from 1 to 196,401,613,122 would take you about twelve thousand, four hundred eighty-nine 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 196401613122 cubic inches would be around 484.4 feet tall.

Recreational maths with 196401613122

• 196401613122 backwards is 221316104691
• The number of decimal digits it has is: 12
• The sum of 196401613122's digits is 36
• More coming soon!