146368315392

Names of 146368315392

• Cardinal: 146368315392 can be written as One hundred forty-six billion, three hundred sixty-eight million, three hundred fifteen thousand, three hundred ninety-two.

Scientific notation

• Scientific notation: 1.46368315392 × 10¹¹

Factors of 146368315392

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 19
• Sum of prime factors: 247

Divisors of 146368315392

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 3 4 6 8 12 13 16 24 26 32 37 39 41 48 52 64 74 78 82 96 104 111 123 128 148 151 156 164 192 208 222 246 256 296 302 312 328 384 416 444 453 481 492 512 533 592 604 624 656 768 832 888 906 962 984 1024 1066 1184 1208 1248 1312 1443 1517 1536 1599 1664 1776 1812 1924 1963 1968 2048 2132 2368 2416 2496 2624 2886 3034 3072 3198 3328 3552 3624 3848 3926 3936 4096 4264 4551 4736 4832 4992 5248 5587 5772 5889 6068 6144 6191 6396 6656 7104 7248 7696 7852 7872 8192 8528 9102 9472 9664 9984 10496 11174 11544 11778 12136 12288 12382 12792 13312 14208 14496 15392 15704 15744 16384 16761 17056 18204 18573 18944 19328 19721 19968 20992 22348 23088 23556 24272 24576 24764 25584 26624 28416 28992 30784 31408 31488 33522 34112 36408 37146 37888 38656 39442 39936 41984 44696 46176 47112 48544 49152 49528 51168 53248 56832 57984 59163 61568 62816 62976 67044 68224 72631 72816 74292 75776 77312 78884 79872 80483 83968 89392 92352 94224 97088 99056 102336 106496 113664 115968 118326 123136 125632 125952 134088 136448 145262 145632 148584 151552 154624 157768 159744 160966 167936 178784 184704 188448 194176 198112 204672 212992 217893 227328 229067 231936 236652 241449 246272 251264 251904 268176 272896 290524 291264 297168 303104 309248 315536 319488 321932 335872 357568 369408 376896 388352 396224 409344 435786 454656 458134 463872 473304 482898 492544 502528 503808 536352 545792 581048 582528 594336 606208 618496 631072 638976 643864 671744 687201 715136 738816 753792 776704 792448 818688 871572 909312 916268 927744 946608 965796 985088 1005056 1007616 1072704 1091584 1162096 1165056 1188672 1236992 1262144 1287728 1374402 1430272 1477632 1507584 1553408 1584896 1637376 1743144 1818624 1832536 1855488 1893216 1931592 1970176 2010112 2015232 2145408 2183168 2324192 2330112 2377344 2473984 2524288 2575456 2748804 2860544 2955264 2977871 3015168 3106816 3169792 3274752 3486288 3665072 3710976 3786432 3863184 3940352 4020224 4290816 4366336 4648384 4660224 4754688 5048576 5150912 5497608 5721088 5910528 5955742 6030336 6213632 6339584 6549504 6972576 7330144 7421952 7572864 7726368 7880704 8040448 8581632 8732672 8933613 9296768 9320448 9509376 10097152 10301824 10995216 11442176 11821056 11911484 12060672 12427264 12679168 13099008 13945152 14660288 15145728 15452736 16080896 17163264 17867226 18593536 18640896 19018752 20194304 20603648 21990432 22884352 23642112 23822968 24121344 24854528 25358336 26198016 27890304 29320576 30291456 30905472 32161792 34326528 35734452 37187072 37281792 38037504 40388608 41207296 43980864 45768704 47645936 48242688 50716672 55780608 58641152 60582912 61810944 68653056 71468904 74374144 74563584 76075008 80777216 82414592 87961728 91537408 95291872 96485376 101433344 111561216 117282304 121165824 123621888 137306112 142937808 148748288 152150016 161554432 164829184 175923456 190583744 223122432 234564608 242331648 247243776 274612224 285875616 297496576 304300032 323108864 329658368 351846912 381167488 446244864 469129216 484663296 494487552 571751232 594993152 659316736 703693824 762334976 892489728 938258432 969326592 988975104 1143502464 1189986304 1318633472 1407387648 1524669952 1784979456 1876516864 1977950208 2287004928 2814775296 3049339904 3569958912 3753033728 3955900416 4574009856 5629550592 6098679808 9148019712 11259101184 12197359616 18296039424 24394719232 36592078848 48789438464 73184157696 146368315392
• Sum of all divisors σ(n): 445144675584
• Sum of proper divisors (its aliquot sum) s(n): 298776360192
• 146368315392 is an abundant number, because the sum of its proper divisors (298776360192) is greater than itself. Its abundance is 152408044800

Bases of 146368315392

• Binary: 10001000010100001110110100000000000000₂
• Hexadecimal: 0x22143B4000
• Base-36: 1V8NWYYO

Squares and roots of 146368315392

• 146368315392 squared (146368315392²) is 21423683750691984113664
• 146368315392 cubed (146368315392³) is 3135748500079749828995025928716288
• The square root of 146368315392 is 382581.1226289139
• The cube root of 146368315392 is 5270.0615988009

Scales and comparisons

• 146,368,315,392 seconds is equal to 4,654 years, 3 weeks, 17 hours, 23 minutes, 12 seconds.
• To count from 1 to 146,368,315,392 would take you about nine thousand, three hundred 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 146368315392 cubic inches would be around 439.2 feet tall.

Recreational maths with 146368315392

• 146368315392 backwards is 293513863641
• The number of decimal digits it has is: 12
• The sum of 146368315392's digits is 51
• More coming soon!