234980423323120

Names of 234980423323120

• Cardinal: 234980423323120 can be written as Two hundred thirty-four trillion, nine hundred eighty billion, four hundred twenty-three million, three hundred twenty-three thousand, one hundred twenty.

Scientific notation

• Scientific notation: 2.3498042332312 × 10¹⁴

Factors of 234980423323120

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 7522

Divisors of 234980423323120

• Number of divisors d(n): 320
• Complete list of divisors:
  1 2 4 5 8 10 16 20 40 47 67 80 94 97 134 188 194 235 268 335 376 388 470 485 536 670 752 776 940 970 1072 1340 1552 1723 1880 1940 2680 3149 3446 3760 3880 4559 5360 5581 6298 6499 6892 7760 8615 9118 11162 12596 12998 13784 15745 17230 18236 22324 22795 25192 25996 27568 27905 31490 32495 34460 36472 44648 45590 50384 51992 55810 62980 64990 68920 72944 80981 89296 91180 103984 111620 115441 125960 129980 137840 161962 167131 182360 223240 230882 251920 259960 262307 305453 323924 334262 364720 373927 404905 446480 461764 519920 524614 541357 577205 610906 647848 668524 747854 809810 835655 923528 1049228 1082714 1154410 1221812 1295696 1311535 1337048 1495708 1527265 1619620 1671310 1847056 1869635 2098456 2165428 2308820 2443624 2623070 2674096 2706785 2991416 3054530 3239240 3342620 3739270 4196912 4330856 4617640 4887248 5246140 5413570 5425727 5982832 6109060 6478480 6685240 7478540 7855157 8661712 9235280 9616063 10492280 10827140 10851454 11197777 12218120 13370480 14957080 15710314 17574569 19232126 20984560 21654280 21702908 22395554 24436240 25443779 27128635 29914160 31420628 35149138 36270919 38464252 39275785 43308560 43405816 44791108 48080315 50887558 54257270 55988885 62841256 70298276 72541838 76928504 78551570 86811632 87872845 89582216 96160630 101775116 108514540 111977770 125682512 127218895 140596552 145083676 153857008 157103140 175745690 179164432 181354595 192321260 203550232 217029080 223955540 254437790 281193104 290167352 314206280 351491380 362709190 384642520 407100464 434058160 447911080 451954961 508875580 526295519 580334704 628412560 644276221 702982760 725418380 769285040 895822160 903909922 932758111 1017751160 1052591038 1288552442 1405965520 1450836760 1704733193 1807819844 1865516222 2035502320 2105182076 2259774805 2577104884 2631477595 2901673520 3221381105 3409466386 3615639688 3731032444 4210364152 4519549610 4663790555 5154209768 5262955190 6442762210 6818932772 7231279376 7462064888 8420728304 8523665965 9039099220 9327581110 10308419536 10525910380 12885524420 13637865544 14924129776 17047331930 18078198440 18655162220 21051820760 25771048840 27275731088 30280982387 34094663860 36156396880 37310324440 42103641520 43839631217 51542097680 60561964774 62494793437 68189327720 74620648880 87679262434 121123929548 124989586874 136378655440 151404911935 175358524868 219198156085 242247859096 249979173748 302809823870 312473967185 350717049736 438396312170 484495718192 499958347496 605619647740 624947934370 701434099472 876792624340 999916694992 1211239295480 1249895868740 1753585248680 2422478590960 2499791737480 2937255291539 3507170497360 4999583474960 5874510583078 11749021166156 14686276457695 23498042332312 29372552915390 46996084664624 58745105830780 117490211661560 234980423323120
• Sum of all divisors σ(n): 572553750214656
• Sum of proper divisors (its aliquot sum) s(n): 337573326891536
• 234980423323120 is an abundant number, because the sum of its proper divisors (337573326891536) is greater than itself. Its abundance is 102592903568416

Bases of 234980423323120

• Binary: 110101011011011010100100101010010100110111110000₂
• Hexadecimal: 0xD5B6A4A94DF0
• Base-36: 2BAKIL159S

Squares and roots of 234980423323120

• 234980423323120 squared (234980423323120²) is 55215799345112677663926534400
• 234980423323120 cubed (234980423323120³) is 12974631904239029064524917301003992995328000
• The square root of 234980423323120 is 15329071.1826620467
• The cube root of 234980423323120 is 61708.3442945585

Scales and comparisons

• 234,980,423,323,120 seconds is equal to 7,471,650 years, 32 weeks, 1 day, 11 hours, 58 minutes, 40 seconds.
• To count from 1 to 234,980,423,323,120 would take you about eighteen million, six hundred seventy-nine thousand, one hundred twenty-six 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 234980423323120 cubic inches would be around 5142.4 feet tall.

Recreational maths with 234980423323120

• 234980423323120 backwards is 021323324089432
• The number of decimal digits it has is: 15
• The sum of 234980423323120's digits is 46
• More coming soon!