13730571716472

Names of 13730571716472

• Cardinal: 13730571716472 can be written as Thirteen trillion, seven hundred thirty billion, five hundred seventy-one million, seven hundred sixteen thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 1.3730571716472 × 10¹³

Factors of 13730571716472

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 2008

Divisors of 13730571716472

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 8 9 12 13 18 19 24 26 36 38 39 52 57 67 72 76 78 104 114 117 134 152 156 169 171 201 228 234 247 268 312 338 342 402 456 468 494 507 536 603 676 684 741 804 811 871 936 988 1014 1093 1206 1273 1352 1368 1482 1521 1608 1622 1742 1976 2028 2186 2223 2412 2433 2546 2613 2964 3042 3211 3244 3279 3484 3819 4056 4372 4446 4824 4866 5092 5226 5928 6084 6422 6488 6558 6968 7299 7638 7839 8744 8892 9633 9732 9837 10184 10452 10543 11323 11457 12168 12844 13116 14209 14598 15276 15409 15678 16549 17784 19266 19464 19674 20767 20904 21086 22646 22914 25688 26232 28418 28899 29196 30552 30818 31356 31629 33098 33969 38532 39348 41534 42172 42627 45292 45828 46227 49647 54337 56836 57798 58392 61636 62301 62712 63258 66196 67938 73231 77064 78696 83068 84344 85254 90584 91656 92454 94887 99294 101907 108674 113672 115596 123272 124602 126516 127881 132392 135876 137059 138681 146462 148941 163011 166136 170508 184717 184908 186903 189774 198588 200317 203814 215137 217348 219693 231192 249204 253032 255762 269971 271752 274118 277362 292924 297882 326022 341016 369434 369816 373806 379548 397176 400634 407628 411177 430274 434696 439386 489033 498408 511524 539942 548236 554151 554724 585848 595764 600951 645411 652044 659079 706381 738868 747612 759096 801268 809913 815256 822354 860548 878772 886423 952003 978066 1023048 1032403 1079884 1096472 1108302 1109448 1191528 1201902 1233531 1290822 1304088 1318158 1391389 1412762 1477736 1495224 1602536 1619826 1644708 1662453 1721096 1757544 1772846 1802853 1904006 1936233 1956132 2064806 2119143 2159768 2216604 2403804 2429739 2467062 2581644 2604121 2636316 2659269 2782778 2825524 2856009 3097209 3239652 3289416 3324906 3509623 3545692 3605706 3808012 3872466 3912264 4129612 4174167 4238286 4433208 4807608 4859478 4934124 5163288 5208242 5272632 5318538 5565556 5651048 5712018 6194418 6357429 6479304 6649812 7019246 7091384 7211412 7616024 7744932 7812363 7977807 8259224 8348334 8476572 8568027 9182953 9291627 9718956 9868248 10416484 10528869 10637076 11131112 11424036 11523499 12376039 12388836 12522501 12714858 13299624 13421239 14038492 14422824 15489864 15624726 15955614 16696668 16842037 16953144 17136054 18088057 18365906 18583254 19437912 20832968 21057738 21274152 22848072 23046998 23437089 24752078 24777672 25045002 25429716 26842478 27548859 28076984 31249452 31586607 31911228 33393336 33684074 34272108 34570497 36176114 36731812 37128117 37166508 40263717 42115476 46093996 46874178 49504156 50090004 50526111 50859432 53684956 54264171 55097718 59390341 62498904 63173214 63822456 67368148 68544216 69140994 72352228 73463624 74256234 74333016 80527434 82646577 84230952 92187992 93748356 99008312 100180008 101052222 103711491 107369912 108528342 110195436 111384351 118780682 120791151 126346428 134736296 138281988 144704456 148512468 149805487 151578333 161054868 162792513 165293154 174476107 178171023 187496712 202104444 207422982 217056684 218946481 220390872 222768702 235144741 237561364 241582302 252692856 276563976 297024936 299610974 303156666 322109736 325585026 330586308 348952214 356342046 404208888 414845964 434113368 437892962 445537404 449416461 470289482 475122728 483164604 523428321 534513069 599221948 606313332 651170052 656839443 661172616 697904428 705434223 712684092 772074433 829691928 875785924 891074808 898832922 940578964 966329208 1046856642 1069026138 1128416479 1198443896 1212626664 1302340104 1313678886 1348249383 1395808856 1410868446 1425368184 1544148866 1570284963 1751571848 1797665844 1881157928 1970518329 2093713284 2116302669 2138052276 2256832958 2316223299 2627357772 2696498766 2821736892 2846304253 3088297732 3140569926 3385249437 3595331688 3941036658 4187426568 4232605338 4276104552 4513665916 4632446598 5254715544 5392997532 5643473784 5692608506 6176595464 6281139852 6770498874 6948669897 7882073316 8465210676 8538912759 9027331832 9264893196 10036967629 10155748311 10785995064 11385217012 12562279704 13540997748 13897339794 14669414227 15764146632 16930421352 17077825518 18529786392 20073935258 20311496622 22770434024 25616738277 27081995496 27794679588 29338828454 30110902887 34155651036 40147870516 40622993244 44008242681 51233476554 55589359176 58677656908 60221805774 68311302072 80295741032 81245986488 88016485362 90332708661 102466953108 117355313816 120443611548 132024728043 176032970724 180665417322 190702384951 204933906216 240887223096 264049456086 352065941448 361330834644 381404769902 528098912172 572107154853 722661669288 762809539804 1056197824344 1144214309706 1525619079608 1716321464559 2288428619412 3432642929118 4576857238824 6865285858236 13730571716472
• Sum of all divisors σ(n): 43111979164800
• Sum of proper divisors (its aliquot sum) s(n): 29381407448328
• 13730571716472 is an abundant number, because the sum of its proper divisors (29381407448328) is greater than itself. Its abundance is 15650835731856

Bases of 13730571716472

• Binary: 11000111110011100101110110011000011101111000₂
• Hexadecimal: 0xC7CE5D98778
• Base-36: 4V7QJVXQ0

Squares and roots of 13730571716472

• 13730571716472 squared (13730571716472²) is 188528599661180844356126784
• 13730571716472 cubed (13730571716472³) is 2588605458253882383717310010236533186048
• The square root of 13730571716472 is 3705478.6082869241
• The cube root of 13730571716472 is 23945.8104438799

Scales and comparisons

• 13,730,571,716,472 seconds is equal to 436,589 years, 36 weeks, 6 days, 3 hours, 1 minute, 12 seconds.
• To count from 1 to 13,730,571,716,472 would take you about one million, ninety-one thousand, four hundred seventy-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 13730571716472 cubic inches would be around 1995.5 feet tall.

Recreational maths with 13730571716472

• 13730571716472 backwards is 27461717503731
• The number of decimal digits it has is: 14
• The sum of 13730571716472's digits is 54
• More coming soon!