30073968699372

Names of 30073968699372

• Cardinal: 30073968699372 can be written as Thirty trillion, seventy-three billion, nine hundred sixty-eight million, six hundred ninety-nine thousand, three hundred seventy-two.

Scientific notation

• Scientific notation: 3.0073968699372 × 10¹³

Factors of 30073968699372

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 2605

Divisors of 30073968699372

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 9 12 13 17 18 26 34 36 39 41 51 52 68 73 78 82 102 117 123 146 153 156 164 204 219 221 234 246 292 306 369 438 442 468 492 533 612 657 663 697 733 738 876 884 949 1066 1241 1314 1326 1394 1466 1476 1599 1723 1898 1989 2091 2132 2199 2482 2628 2652 2788 2847 2932 2993 3198 3446 3723 3796 3978 4182 4398 4797 4964 5169 5694 5986 6273 6396 6597 6892 7446 7956 8364 8541 8796 8979 9061 9529 9594 10338 11169 11388 11972 12461 12546 13194 14892 15507 16133 17082 17958 18122 19058 19188 20676 22338 22399 24922 25092 26388 26937 27183 28587 29291 30053 31014 32266 34164 35916 36244 37383 38116 38909 44676 44798 48399 49844 50881 53509 53874 54366 57174 58582 60106 62028 64532 67197 70643 74766 77818 81549 85761 87873 89596 90159 96798 101762 107018 107748 108732 112149 114348 116727 117164 120212 125779 134394 141286 145197 149532 152643 155636 160527 161993 163098 171522 175746 180318 193596 201591 203524 211929 214036 224298 233454 251558 263619 268788 270477 282572 290394 305286 321054 323986 326196 343044 350181 351492 360636 377337 380783 390689 403182 423858 448596 457929 466908 481581 485979 503116 510901 527238 540954 580788 610572 635787 642108 647972 661453 695617 700362 754674 761566 781378 806364 847716 909653 915858 918359 963162 971958 1021802 1054476 1081908 1132011 1142349 1172067 1200931 1262959 1271574 1322906 1391234 1400724 1457937 1509348 1523132 1532703 1562756 1635127 1819306 1831716 1836718 1926324 1943916 1984359 2043604 2086851 2138243 2193869 2264022 2284698 2344134 2401862 2525918 2543148 2645812 2728959 2755077 2782468 2915874 3065406 3270254 3427047 3516201 3602793 3638612 3673436 3788877 3968718 4173702 4276486 4387738 4528044 4569396 4598109 4688268 4803724 4905381 5051836 5156939 5457918 5510154 5831748 5953077 6130812 6260553 6414729 6540508 6581607 6641713 6854094 7032402 7205586 7577754 7937436 8186877 8265231 8347404 8552972 8775476 9196218 9810762 10313878 10808379 10915836 11020308 11366631 11825489 11906154 12521106 12829458 13163214 13283426 13708188 14064804 14411172 14716143 15155508 15470817 15612103 16373754 16418467 16530462 18392436 19244187 19621524 19744821 19925139 20627756 21470303 21616758 22733262 23650978 23812308 25042212 25658916 26326428 26566852 27797159 28520297 29432286 30941634 31224206 32747508 32836934 33060924 35476467 37295773 38488374 39489642 39850278 42940606 43233516 45466524 46412451 46836309 47301956 49255401 51781319 55594318 57040594 58864572 59775417 61883268 62448412 64410909 65673868 67040207 70952934 74591546 76976748 78979284 79700556 83391477 85560891 85881212 87667963 92196007 92824902 93672618 98510802 103562638 106429401 111188636 111887319 114081188 119550834 128821818 134080414 140508927 141905868 147766203 149183092 155343957 166782954 171121782 175335926 184392014 185649804 187345236 193232727 197021604 201120621 207125276 212858802 223774638 239101668 250174431 256682673 257643636 263003889 268160828 276588021 279113939 281017854 295532406 310687914 333565908 335661957 342243564 350671852 368784028 386465454 402241242 425717604 447549276 466031871 484845049 500348862 513365346 526007778 553176042 558227878 562035708 591064812 603361863 621375828 671323914 673157147 772930908 789011667 804482484 829764063 837341817 880282423 932063742 969690098 1000697724 1026730692 1052015556 1106352084 1116455756 1139683519 1198548091 1206723726 1342647828 1346314294 1454535147 1567332119 1578023334 1659528126 1674683634 1760564846 1864127484 1939380196 2019471441 2279367038 2397096182 2413447452 2512025451 2640847269 2692628588 2909070294 3134664238 3156046668 3319056252 3349367268 3419050557 3521129692 3595644273 3780036287 4038942882 4363605441 4558734076 4701996357 4794192364 5024050902 5281694538 5818140588 6058414323 6269328476 6838101114 7191288546 7560072574 7922541807 8077885764 8727210882 9403992714 10048101804 10257151671 10563389076 10786932819 11340108861 11443671499 12116828646 13676202228 14105989071 14382577092 15120145148 15845083614 17454421764 18807985428 20375317547 20514303342 21573865638 22680217722 22887342998 24233657292 28211978142 31690167228 34020326583 34331014497 40750635094 41028606684 43147731276 45360435444 45774685996 49140471731 56423956284 61125952641 64260616879 68040653166 68662028994 81501270188 98280943462 102993043491 122251905282 128521233758 136081306332 137324057988 147421415193 183377857923 192781850637 196561886924 205986086982 244503810564 257042467516 294842830386 366755715846 385563701274 411972173964 442264245579 578345551911 589685660772 733511431692 771127402548 835388019427 884528491158 1156691103822 1670776038854 1769056982316 2313382207644 2506164058281 3341552077708 5012328116562 7518492174843 10024656233124 15036984349686 30073968699372
• Sum of all divisors σ(n): 90189559264896
• Sum of proper divisors (its aliquot sum) s(n): 60115590565524
• 30073968699372 is an abundant number, because the sum of its proper divisors (60115590565524) is greater than itself. Its abundance is 30041621866152

Bases of 30073968699372

• Binary: 110110101101000100100001110001010011111101100₂
• Hexadecimal: 0x1B5A2438A7EC
• Base-36: ANRSGH5V0

Squares and roots of 30073968699372

• 30073968699372 squared (30073968699372²) is 904443593330806785313194384
• 30073968699372 cubed (30073968699372³) is 27200208316178221430644880940255094726848
• The square root of 30073968699372 is 5483973.8054965213
• The cube root of 30073968699372 is 31097.8416492613

Scales and comparisons

• 30,073,968,699,372 seconds is equal to 956,259 years, 9 weeks, 2 days, 10 hours, 16 minutes, 12 seconds.
• To count from 1 to 30,073,968,699,372 would take you about two million, three hundred ninety thousand, six hundred forty-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 30073968699372 cubic inches would be around 2591.5 feet tall.

Recreational maths with 30073968699372

• 30073968699372 backwards is 27399686937003
• The number of decimal digits it has is: 14
• The sum of 30073968699372's digits is 72
• More coming soon!