16710106857472

Names of 16710106857472

• Cardinal: 16710106857472 can be written as Sixteen trillion, seven hundred ten billion, one hundred six million, eight hundred fifty-seven thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 1.6710106857472 × 10¹³

Factors of 16710106857472

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 21
• Sum of prime factors: 390

Divisors of 16710106857472

• Number of divisors d(n): 600
• Complete list of divisors:
  1 2 4 7 8 14 16 19 28 32 38 49 56 64 76 79 98 112 128 133 152 158 196 224 256 266 283 304 316 343 392 448 512 532 553 566 608 632 686 784 896 931 1024 1064 1106 1132 1216 1264 1372 1501 1568 1792 1862 1981 2048 2128 2212 2264 2401 2432 2528 2744 3002 3136 3584 3724 3871 3962 4096 4256 4424 4528 4802 4864 5056 5377 5488 6004 6272 6517 7168 7448 7742 7924 8192 8512 8848 9056 9604 9728 10112 10507 10754 10976 12008 12544 13034 13867 14336 14896 15484 15848 16384 17024 17696 18112 19208 19456 20224 21014 21508 21952 22357 24016 25088 26068 27097 27734 28672 29792 30968 31696 34048 35392 36224 37639 38416 38912 40448 42028 43016 43904 44714 45619 48032 50176 52136 54194 55468 57344 59584 61936 63392 68096 70784 72448 73549 75278 76832 77824 80896 84056 86032 87808 89428 91238 96064 97069 100352 104272 108388 110936 114688 119168 123872 126784 136192 141568 144896 147098 150556 153664 155648 156499 161792 168112 172064 175616 178856 182476 189679 192128 194138 200704 208544 216776 221872 238336 247744 253568 263473 272384 283136 289792 294196 301112 307328 311296 312998 323584 336224 344128 351232 357712 364952 379358 384256 388276 401408 417088 424783 433552 443744 476672 495488 507136 514843 526946 544768 566272 579584 588392 602224 614656 625996 647168 672448 679483 688256 702464 715424 729904 758716 768512 776552 802816 834176 849566 867104 887488 953344 990976 1014272 1029686 1053892 1089536 1095493 1132544 1159168 1176784 1204448 1229312 1251992 1294336 1344896 1358966 1376512 1404928 1430848 1459808 1517432 1537024 1553104 1668352 1699132 1734208 1774976 1844311 1906688 1981952 2028544 2059372 2107784 2179072 2190986 2265088 2318336 2353568 2408896 2458624 2503984 2689792 2717932 2753024 2809856 2861696 2919616 2973481 3034864 3074048 3106208 3336704 3398264 3468416 3549952 3603901 3688622 3813376 3963904 4057088 4118744 4215568 4381972 4530176 4636672 4707136 4817792 4917248 5007968 5379584 5435864 5506048 5619712 5723392 5839232 5946962 6069728 6148096 6212416 6673408 6796528 6936832 7099904 7207802 7377244 7626752 7668451 7927808 8114176 8237488 8431136 8763944 9060352 9414272 9635584 9834496 10015936 10759168 10871728 11012096 11446784 11678464 11893924 12139456 12296192 12424832 12910177 13346816 13593056 13873664 14199808 14415604 14754488 15253504 15336902 15855616 16228352 16474976 16862272 17527888 18828544 19271168 19668992 20031872 20814367 21518336 21743456 22024192 22893568 23356928 23787848 24278912 24592384 24849664 25820354 26693632 27186112 27747328 28399616 28831208 29508976 30673804 31711232 32456704 32949952 33724544 35055776 37657088 38542336 39337984 40063744 41628734 43036672 43486912 44048384 45787136 46713856 47575696 48557824 49699328 51640708 53387264 53679157 54372224 55494656 56799232 57662416 59017952 61347608 63422464 65899904 67449088 70111552 75314176 77084672 80127488 83257468 86073344 86973824 88096768 91574272 93427712 95151392 97115648 99398656 103281416 106774528 107358314 108744448 110989312 113598464 115324832 118035904 122695216 131799808 134898176 140223104 145700569 150628352 154169344 160254976 166514936 172146688 173947648 183148544 186855424 190302784 194231296 198797312 206562832 214716628 217488896 221978624 227196928 230649664 236071808 245390432 263599616 269796352 280446208 291401138 301256704 308338688 320509952 333029872 347895296 366297088 373710848 380605568 388462592 397594624 413125664 429433256 434977792 443957248 461299328 472143616 490780864 527199232 539592704 560892416 582802276 602513408 616677376 641019904 666059744 695790592 747421696 761211136 776925184 795189248 826251328 858866512 869955584 922598656 944287232 981561728 1019903983 1054398464 1079185408 1121784832 1165604552 1205026816 1282039808 1332119488 1391581184 1522422272 1553850368 1590378496 1652502656 1717733024 1739911168 1845197312 1888574464 1963123456 2039807966 2108796928 2158370816 2243569664 2331209104 2564079616 2664238976 2783162368 3044844544 3107700736 3305005312 3435466048 3479822336 3690394624 3777148928 3926246912 4079615932 4217593856 4316741632 4487139328 4662418208 5328477952 5566324736 6089689088 6610010624 6870932096 6959644672 7380789248 7554297856 7852493824 8159231864 8435187712 8974278656 9324836416 10656955904 11132649472 12179378176 13220021248 13741864192 14761578496 15108595712 15704987648 16318463728 17948557312 18649672832 21313911808 24358756352 26440042496 27483728384 29523156992 30217191424 31409975296 32636927456 37299345664 42627823616 48717512704 52880084992 54967456768 59046313984 62819950592 65273854912 74598691328 85255647232 105760169984 109934913536 125639901184 130547709824 149197382656 170511294464 211520339968 219869827072 261095419648 298394765312 341022588928 439739654144 522190839296 596789530624 879479308288 1044381678592 1193579061248 2088763357184 2387158122496 4177526714368 8355053428736 16710106857472
• Sum of all divisors σ(n): 41704998764800
• Sum of proper divisors (its aliquot sum) s(n): 24994891907328
• 16710106857472 is an abundant number, because the sum of its proper divisors (24994891907328) is greater than itself. Its abundance is 8284785049856

Bases of 16710106857472

• Binary: 11110011001010011111111110111100000000000000₂
• Hexadecimal: 0xF329FFBC000
• Base-36: 5X8IM6I9S

Squares and roots of 16710106857472

• 16710106857472 squared (16710106857472²) is 279227671188132759322230784
• 16710106857472 cubed (16710106857472³) is 4665924223116754019377537958654978818048
• The square root of 16710106857472 is 4087799.7575067199
• The cube root of 16710106857472 is 25565.8209121035

Scales and comparisons

• 16,710,106,857,472 seconds is equal to 531,329 years, 36 weeks, 6 days, 13 hours, 17 minutes, 52 seconds.
• To count from 1 to 16,710,106,857,472 would take you about one million, three hundred twenty-eight thousand, three hundred twenty-four 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 16710106857472 cubic inches would be around 2130.5 feet tall.

Recreational maths with 16710106857472

• 16710106857472 backwards is 27475860101761
• The number of decimal digits it has is: 14
• The sum of 16710106857472's digits is 55
• More coming soon!