29697689472

Names of 29697689472

• Cardinal: 29697689472 can be written as Twenty-nine billion, six hundred ninety-seven million, six hundred eighty-nine thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 2.9697689472 × 10¹⁰

Factors of 29697689472

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 282

Divisors of 29697689472

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 3 4 6 8 11 12 16 19 22 24 32 33 37 38 44 48 57 64 66 73 74 76 88 96 111 114 128 132 137 146 148 152 176 192 209 219 222 228 264 274 292 296 304 352 384 407 411 418 438 444 456 528 548 584 592 608 627 703 704 803 814 822 836 876 888 912 1056 1096 1168 1184 1216 1221 1254 1387 1406 1408 1507 1606 1628 1644 1672 1752 1776 1824 2109 2112 2192 2336 2368 2409 2432 2442 2508 2603 2701 2774 2812 3014 3212 3256 3288 3344 3504 3552 3648 4161 4218 4224 4384 4521 4672 4736 4818 4884 5016 5069 5206 5402 5548 5624 6028 6424 6512 6576 6688 7008 7104 7296 7733 7809 8103 8322 8436 8768 9042 9344 9636 9768 10001 10032 10138 10412 10804 11096 11248 12056 12848 13024 13152 13376 14016 14208 15207 15257 15466 15618 16206 16644 16872 17536 18084 19272 19536 20002 20064 20276 20824 21608 22192 22496 23199 24112 25696 26048 26304 26752 28032 28633 29711 30003 30414 30514 30932 31236 32412 33288 33744 36168 38544 39072 40004 40128 40552 41648 43216 44384 44992 45771 46398 48224 51319 51392 52096 52608 55759 57266 59422 60006 60828 61028 61864 62472 64824 66576 67488 72336 77088 78144 80008 80256 81104 83296 85899 86432 88768 89133 89984 91542 92796 96311 96448 102638 102784 110011 111518 114532 118844 120012 121656 122056 123728 124944 129648 133152 134976 144672 153957 154176 156288 160016 162208 166592 167277 171798 172864 177536 178266 183084 185592 190019 192622 192896 205276 220022 223036 229064 237688 240024 243312 244112 247456 249888 259296 266304 269952 288933 289344 307914 308352 320032 324416 330033 333184 334554 343596 345728 356532 366168 370037 371184 380038 385244 410552 440044 446072 458128 475376 480048 486624 488224 494912 499776 518592 532608 564509 570057 577866 578688 615828 640064 648832 660066 669108 687192 713064 732336 740074 742368 760076 770488 821104 880088 892144 916256 950752 960096 973248 976448 989824 999552 1037184 1059421 1110111 1129018 1140114 1155732 1231656 1280128 1320132 1338216 1374384 1426128 1464672 1480148 1484736 1520152 1540976 1642208 1693527 1760176 1784288 1832512 1901504 1920192 1946496 1952896 2090209 2118842 2220222 2258036 2280228 2311464 2463312 2640264 2676432 2748768 2852256 2929344 2960296 2969472 3040304 3081952 3178263 3284416 3387054 3520352 3568576 3665024 3803008 3840384 4070407 4180418 4237684 4440444 4516072 4560456 4622928 4926624 5280528 5352864 5497536 5704512 5858688 5920592 6080608 6163904 6270627 6356526 6568832 6774108 7030703 7040704 7137152 8140814 8360836 8475368 8880888 9032144 9120912 9245856 9853248 10561056 10705728 10995072 11409024 11841184 12161216 12211221 12327808 12541254 12713052 13548216 14061406 14081408 16281628 16721672 16950736 17761776 18064288 18241824 18491712 19706496 21092109 21122112 21411456 23682368 24322432 24422442 25082508 25426104 27096432 28122812 32563256 33443344 33901472 35523552 36128576 36483648 36983424 42184218 42244224 47364736 48844884 50165016 50852208 54192864 56245624 65126512 66886688 67802944 71047104 72257152 72967296 77337733 84368436 97689768 100330032 101704416 108385728 112491248 130253024 133773376 135605888 142094208 154675466 168736872 195379536 200660064 203408832 216771456 224982496 232013199 260506048 267546752 309350932 337473744 390759072 401320128 406817664 449964992 464026398 521012096 618701864 674947488 781518144 802640256 899929984 928052796 1237403728 1349894976 1563036288 1856105592 2474807456 2699789952 3712211184 4949614912 7424422368 9899229824 14848844736 29697689472
• Sum of all divisors σ(n): 94996108800
• Sum of proper divisors (its aliquot sum) s(n): 65298419328
• 29697689472 is an abundant number, because the sum of its proper divisors (65298419328) is greater than itself. Its abundance is 35600729856

Bases of 29697689472

• Binary: 11011101010000111101100011110000000₂
• Hexadecimal: 0x6EA1EC780
• Base-36: DN58JUO

Squares and roots of 29697689472

• 29697689472 squared (29697689472²) is 881952759975339638784
• 29697689472 cubed (29697689472³) is 26191959194720986970339879682048
• The square root of 29697689472 is 172330.1757441221
• The cube root of 29697689472 is 3096.7600374815

Scales and comparisons

• 29,697,689,472 seconds is equal to 944 years, 15 weeks, 2 days, 6 hours, 11 minutes, 12 seconds.
• To count from 1 to 29,697,689,472 would take you about one thousand, eight hundred eighty-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 29697689472 cubic inches would be around 258.1 feet tall.

Recreational maths with 29697689472

• 29697689472 backwards is 27498679692
• The number of decimal digits it has is: 11
• The sum of 29697689472's digits is 69
• More coming soon!