34475821323345

Names of 34475821323345

• Cardinal: 34475821323345 can be written as Thirty-four trillion, four hundred seventy-five billion, eight hundred twenty-one million, three hundred twenty-three thousand, three hundred forty-five.

Scientific notation

• Scientific notation: 3.4475821323345 × 10¹³

Factors of 34475821323345

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 625

Divisors of 34475821323345

• Number of divisors d(n): 576
• Complete list of divisors:
  1 3 5 9 15 19 27 31 37 45 57 81 93 95 97 111 135 155 171 185 243 279 285 291 333 405 433 465 485 513 555 589 703 837 855 873 961 999 1147 1215 1299 1395 1455 1539 1665 1767 1843 2109 2165 2511 2565 2619 2883 2945 2997 3007 3441 3515 3589 3897 4185 4365 4617 4805 4995 5301 5529 5735 6327 6495 7533 7695 7857 8227 8649 8835 8991 9021 9215 10323 10545 10767 11691 12555 13095 13423 14415 14985 15035 15903 16021 16587 17205 17945 18259 18981 19485 21793 23085 23571 24681 25947 26505 27063 27645 30969 31635 32301 35073 35557 37665 39285 40269 41135 42001 43245 44955 45105 47709 48063 49761 51615 53835 54777 56943 57133 58455 65379 67115 68191 74043 77841 79515 80105 81189 82935 91295 92907 93217 94905 96903 105219 106671 108965 111259 117855 120807 123405 126003 129735 135315 143127 144189 149283 154845 161505 164331 170829 171399 175365 177785 196137 201345 204573 210005 222129 233523 238545 240315 243567 248805 255037 273885 278721 279651 284715 285665 290709 304399 320013 326895 333777 340955 362421 370215 378009 389205 405945 416113 432567 447849 464535 466085 484515 492993 496651 514197 526095 533355 556295 588411 604035 613719 630015 666387 675583 715635 720945 730701 746415 765111 798019 821655 838953 854145 856995 872127 913197 960039 980685 1001331 1022865 1087263 1110645 1134027 1167615 1217835 1248339 1275185 1297701 1302031 1393605 1398255 1453545 1478979 1489953 1521995 1542591 1554037 1600065 1668885 1765233 1771123 1812105 1841157 1890045 1999161 2026749 2080565 2113921 2162835 2239245 2295333 2394057 2464965 2483255 2516859 2570985 2739591 2880117 2942055 3003993 3068595 3261789 3331935 3377915 3402081 3449029 3653505 3745017 3825555 3893103 3906093 3990095 4194765 4360635 4436937 4469859 4565985 4627773 4662111 4800195 5006655 5295699 5313369 5436315 5523471 5670135 6080247 6241695 6341763 6488505 6510155 6885999 7182171 7394895 7449765 7550577 7712955 7770185 7906147 8218773 8640351 8826165 8855615 9011979 9205785 9436369 9995805 10133745 10206243 10347087 10569605 11235051 11476665 11718279 11970285 12584295 13409577 13697955 13883319 13986333 14400585 15019965 15396181 15940107 16308945 16570413 17010405 17245145 18240741 18725085 19025289 19465515 19530465 20657997 21546513 22184685 22349295 22651731 23138865 23310555 23718441 24656319 24738589 26478495 26566845 27035937 27617355 28309107 29526703 30401235 31041261 31708815 33705153 34429995 35154837 35910855 37752885 39530735 40228731 40362961 41093865 41958999 43201755 45059895 46188543 47181845 47820321 48175147 51031215 51735435 54722223 56175255 57075867 58591395 61973991 64639539 65531551 67047885 69416595 69931665 71155323 73968957 74215767 76980905 79700535 82852065 84927321 88580109 91203705 93123783 95126445 101115459 103289985 105464511 107732565 113258655 118592205 120686193 121088883 123281595 123692945 125876997 135179685 138565629 141545535 143460963 144525441 147633515 155206305 164166669 168525765 171227601 175774185 193918617 196594653 201143655 201814805 209794995 213465969 222647301 230942715 239101605 240875735 254781963 265740327 273611115 279371349 285379335 292527439 309869955 316393533 323197695 327657755 355776615 363266649 369844785 371078835 377630991 415696887 424636605 430382889 433576323 442900545 465618915 505577295 513682803 527322555 589783959 603430965 605444415 629384985 640397907 667941903 692828145 717304815 722627205 764345889 766896259 797220981 820833345 838114047 856138005 877582317 915327793 969593085 982973265 1067329845 1089799947 1113236505 1247090661 1273909815 1300728969 1328701635 1396856745 1462637195 1493429557 1581967665 1769351877 1816333245 1888154955 1921193721 2003825709 2078484435 2151914445 2167881615 2293037667 2300688777 2391662943 2568414015 2632746951 2745983379 2948919795 3201989535 3269399841 3339709515 3741271983 3821729445 3834481295 3902186907 3986104905 4190570235 4387911585 4480288671 4576638965 5308055631 5448999735 6011477127 6235453305 6503644845 6902066331 7174988829 7467147785 7898240853 8237950137 8846759385 9605968605 9808199523 10019128545 11465188335 11503443885 11706560721 11958314715 13163734755 13440866013 13729916895 15924166893 16346999205 18706359915 19510934535 20706198993 22401443355 23694722559 24713850411 26540278155 28375161583 30057385635 34510331655 35874944145 39491204265 40322598039 41189750685 49040997615 58532803605 62118596979 67204330065 71084167677 74141551233 79620834465 85125484749 103530994965 118473612795 120967794117 123569252055 141875807915 186355790937 201612990195 222424653699 255376454247 310592984895 355420838385 362903382351 370707756165 425627423745 604838970585 766129362741 931778954685 1112123268495 1276882271235 1814516911755 2298388088223 3830646813705 6895164264669 11491940441115 34475821323345
• Sum of all divisors σ(n): 70102140675840
• Sum of proper divisors (its aliquot sum) s(n): 35626319352495
• 34475821323345 is an abundant number, because the sum of its proper divisors (35626319352495) is greater than itself. Its abundance is 1150498029150

Bases of 34475821323345

• Binary: 111110101101100000111000101010101010001010001₂
• Hexadecimal: 0x1F5B07155451
• Base-36: C7XZ1VK29

Squares and roots of 34475821323345

• 34475821323345 squared (34475821323345²) is 1188582255919209787041989025
• 34475821323345 cubed (34475821323345³) is 40977349483168996619704621700956466288625
• The square root of 34475821323345 is 5871611.4758509867
• The cube root of 34475821323345 is 32546.5435921689

Scales and comparisons

• 34,475,821,323,345 seconds is equal to 1,096,224 years, 24 weeks, 5 days, 18 hours, 15 minutes, 45 seconds.
• To count from 1 to 34,475,821,323,345 would take you about two million, seven hundred forty thousand, five hundred sixty-one 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 34475821323345 cubic inches would be around 2712.2 feet tall.

Recreational maths with 34475821323345

• 34475821323345 backwards is 54332312857443
• The number of decimal digits it has is: 14
• The sum of 34475821323345's digits is 54
• More coming soon!