216215825472

Names of 216215825472

• Cardinal: 216215825472 can be written as Two hundred sixteen billion, two hundred fifteen million, eight hundred twenty-five thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 2.16215825472 × 10¹¹

Factors of 216215825472

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 317

Divisors of 216215825472

• Number of divisors d(n): 672
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 18 19 23 24 27 32 36 38 46 48 54 57 59 64 69 72 76 92 96 108 114 118 138 144 152 171 177 184 192 207 211 216 228 236 276 288 304 342 354 368 414 422 432 437 456 472 513 529 531 552 576 608 621 633 684 708 736 828 844 864 874 912 944 1026 1058 1062 1104 1121 1216 1242 1266 1311 1357 1368 1416 1472 1587 1593 1656 1688 1728 1748 1824 1888 1899 2052 2116 2124 2208 2242 2484 2532 2622 2714 2736 2832 3174 3186 3312 3363 3376 3496 3648 3776 3798 3933 4009 4071 4104 4232 4248 4416 4484 4761 4853 4968 5064 5244 5428 5472 5664 5697 6348 6372 6624 6726 6752 6992 7596 7866 8018 8142 8208 8464 8496 8968 9522 9706 9936 10051 10089 10128 10488 10856 10944 11328 11394 11799 12027 12213 12449 12696 12744 13248 13452 13504 13984 14283 14559 15192 15732 16036 16284 16416 16928 16992 17936 19044 19412 19872 20102 20178 20256 20976 21712 22788 23598 24054 24426 24898 25392 25488 25783 26904 27968 28566 29118 30153 30267 30384 31211 31464 32072 32568 32832 33856 33984 35872 36081 36639 37347 38088 38824 39744 40204 40356 40512 41952 43424 43677 45576 47196 48108 48852 49796 50784 50976 51566 53808 57132 58236 60306 60534 60768 62422 62928 64144 65136 71744 72162 73278 74694 76176 77349 77648 80408 80712 83904 86848 87354 90459 91152 92207 93633 94392 96216 97704 99592 101568 101952 103132 107616 108243 111619 112041 114264 116472 120612 121068 121536 124844 125856 128288 130272 131031 144324 146556 149388 152352 154698 155296 160816 161424 174708 180918 182304 184414 187266 188784 192432 195408 199184 206264 215232 216486 223238 224082 228528 232047 232944 236531 241224 242136 249688 251712 256576 260544 262062 271377 276621 280899 286327 288648 293112 298776 304704 309396 310592 321632 322848 334857 336123 349416 361836 364608 368828 374532 377568 384864 390816 398368 412528 432972 446476 448164 457056 464094 465888 473062 482448 484272 499376 524124 542754 553242 561798 572654 577296 586224 593009 597552 618792 643264 645696 669714 672246 696141 698832 709593 723672 737656 749064 755136 769728 781632 796736 825056 829863 842697 858981 865944 892952 896328 914112 928188 931776 946124 964896 968544 998752 1004571 1048248 1085508 1106484 1123596 1145308 1154592 1172448 1186018 1195104 1237584 1339428 1344492 1392282 1397664 1419186 1447344 1475312 1498128 1650112 1659726 1685394 1717962 1731888 1779027 1785904 1792656 1856376 1892248 1929792 1937088 1997504 2009142 2096496 2120761 2128779 2171016 2212968 2247192 2290616 2309184 2344896 2372036 2390208 2475168 2489589 2576943 2678856 2688984 2784564 2795328 2838372 2894688 2950624 2996256 3013713 3319452 3370788 3435924 3463776 3558054 3571808 3585312 3712752 3784496 4018284 4192992 4241522 4257558 4342032 4425936 4494384 4581232 4744072 4950336 4979178 5153886 5337081 5357712 5377968 5440213 5569128 5676744 5789376 5901248 5992512 6027426 6362283 6386337 6585521 6638904 6741576 6871848 6927552 7116108 7143616 7170624 7425504 7568992 7730829 8036568 8385984 8483044 8515116 8684064 8851872 8988768 9162464 9488144 9958356 10307772 10674162 10715424 10755936 10880426 11138256 11353488 12054852 12724566 12772674 13171042 13277808 13483152 13743696 14232216 14851008 15137984 15461658 16011243 16073136 16320639 16966088 17030232 17368128 17703744 17977536 18324928 18976288 19086849 19756563 19916712 20615544 21348324 21430848 21511872 21760852 22276512 22706976 24109704 25449132 25545348 26342084 26555616 26966304 27487392 28464432 30923316 32022486 32146272 32641278 33932176 34060464 37952576 38173698 39513126 39833424 41231088 42696648 43521704 44553024 45413952 48219408 48961917 50898264 51090696 52684168 53111232 53932608 54974784 56928864 57260547 59269689 61846632 64044972 64292544 65282556 67864352 68120928 76347396 79026252 79666848 82462176 85393296 87043408 96438816 97923834 101796528 102181392 105368336 113857728 114521094 118539378 123693264 125124899 128089944 130565112 135728704 136241856 146885751 152694792 158052504 159333696 164924352 170786592 174086816 177809067 192877632 195847668 203593056 204362784 210736672 229042188 237078756 247386528 250249798 256179888 261130224 293771502 305389584 316105008 341573184 348173632 355618134 375374697 391695336 407186112 408725568 421473344 458084376 474157512 494773056 500499596 512359776 522260448 587543004 610779168 632210016 711236268 750749394 783390672 916168752 948315024 1000999192 1024719552 1044520896 1126124091 1175086008 1221558336 1264420032 1422472536 1501498788 1566781344 1832337504 1896630048 2001998384 2252248182 2350172016 2844945072 3002997576 3133562688 3378372273 3664675008 3793260096 4003996768 4504496364 4700344032 5689890144 6005995152 6756744546 8007993536 9008992728 9400688064 11379780288 12011990304 13513489092 18017985456 24023980608 27026978184 36035970912 54053956368 72071941824 108107912736 216215825472
• Sum of all divisors σ(n): 714670656000
• Sum of proper divisors (its aliquot sum) s(n): 498454830528
• 216215825472 is an abundant number, because the sum of its proper divisors (498454830528) is greater than itself. Its abundance is 282239005056

Bases of 216215825472

• Binary: 11001001010111011101111010110001000000₂
• Hexadecimal: 0x325777AC40
• Base-36: 2RBTBIO0

Squares and roots of 216215825472

• 216215825472 squared (216215825472²) is 46749283184538364022784
• 216215825472 cubed (216215825472³) is 10107934853969251284438669175554048
• The square root of 216215825472 is 464990.1348114819
• The cube root of 216215825472 is 6001.9977187795

Scales and comparisons

• 216,215,825,472 seconds is equal to 6,874 years, 51 weeks, 4 days, 23 hours, 31 minutes, 12 seconds.
• To count from 1 to 216,215,825,472 would take you about thirteen thousand, seven hundred forty-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 216215825472 cubic inches would be around 500.2 feet tall.

Recreational maths with 216215825472

• 216215825472 backwards is 274528512612
• The number of decimal digits it has is: 12
• The sum of 216215825472's digits is 45
• More coming soon!