13714930034652

Names of 13714930034652

• Cardinal: 13714930034652 can be written as Thirteen trillion, seven hundred fourteen billion, nine hundred thirty million, thirty-four thousand, six hundred fifty-two.

Scientific notation

• Scientific notation: 1.3714930034652 × 10¹³

Factors of 13714930034652

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 4121

Divisors of 13714930034652

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 7 11 12 14 21 22 28 31 33 42 44 62 66 77 84 89 93 121 124 127 132 154 178 186 217 231 242 254 267 308 341 356 363 372 381 434 462 484 508 534 623 651 682 726 762 847 868 889 924 979 1023 1068 1246 1302 1364 1397 1452 1524 1694 1778 1869 1958 2046 2387 2492 2541 2604 2667 2759 2794 2937 3388 3556 3738 3751 3851 3916 3937 4092 4191 4774 5082 5334 5518 5588 5874 6853 7161 7476 7502 7702 7874 8277 8382 9548 9779 10164 10668 10769 11036 11253 11303 11553 11748 11811 13706 14322 15004 15367 15404 15748 16554 16764 19313 19558 20559 21538 22506 22606 23106 23622 26257 26957 27412 27559 28644 29337 30349 30734 32307 33108 33909 38626 39116 41118 42361 43076 43307 45012 45212 46101 46212 47244 52514 53914 55118 57939 58674 60698 61468 64614 67818 75383 77252 78771 79121 80871 82236 82677 84722 86614 91047 92202 105028 107569 107828 110236 115878 117348 119381 121396 124333 127083 129228 129921 135636 150766 157542 158242 161742 165354 169444 173228 182094 184404 212443 215138 226149 231756 237363 238762 248666 254166 259842 296527 301532 303149 315084 316484 322707 323484 330708 333839 342739 350393 358143 364188 372999 424886 430276 452298 465971 474726 476377 477524 489077 497332 508332 519684 593054 606298 637329 645414 667678 685478 700786 716286 745998 835667 849772 870331 889581 904596 909447 931942 949452 952754 978154 1001517 1028217 1051179 1186108 1212596 1274658 1290828 1313191 1335356 1367663 1370956 1397913 1401572 1429131 1432572 1467231 1491996 1671334 1740662 1779162 1818894 1863884 1905508 1956308 2003034 2056434 2102358 2336873 2399173 2452751 2507001 2549316 2610993 2626382 2735326 2795826 2858262 2934462 3261797 3334639 3342668 3423539 3481324 3558324 3637788 3770129 3854323 3939573 4006068 4102989 4112868 4204716 4673746 4798346 4905502 5014002 5221986 5252764 5379847 5470652 5591652 5716524 5868924 6523594 6669278 6847078 7010619 7197519 7358253 7540258 7708646 7879146 8205978 9192337 9347492 9573641 9596692 9785391 9811004 10003917 10028004 10270617 10443972 10624909 10759694 11310387 11562969 13047188 13338556 13694156 14021238 14395038 14445101 14716506 15080516 15161387 15417292 15758292 16139541 16411956 18384674 19147282 19570782 20007834 20541234 21249818 21519388 22620774 23125938 26390903 26980261 27577011 28042476 28720923 28790076 28890202 29433012 30322774 31874727 32279082 36769348 37658929 38294564 39141564 40015668 41082468 41471419 42397553 42499636 43335303 43527853 45241548 45484161 46251876 52781806 53960522 55154022 57441846 57780404 59178317 60645548 63749454 64558164 74374363 75317858 79172709 80940783 82942838 84795106 86670606 87055706 90968322 101115707 105563612 106129709 107921044 110308044 112976787 114883692 116873999 118356634 124414257 127192659 127498908 130583559 148748726 150635716 158345418 161881566 165885676 166775257 169590212 173341212 174111412 177534951 181936644 202231414 212259418 223123089 225953574 233747998 236713268 248828514 254385318 261167118 290299933 296782871 297497452 303347121 304694971 316690836 318389127 323763132 333550514 350621997 355069902 404462828 414248219 424518836 446246178 451907148 467495996 478806383 497657028 500325771 508770636 522334236 580599866 593565742 606694242 609389942 636778254 667101028 701243994 710139804 818117993 828496438 870899799 890348613 892492356 914084913 957612766 1000651542 1161199732 1167426799 1187131484 1213388484 1218779884 1242744657 1273556508 1285613989 1349363443 1402487988 1436419149 1636235986 1656992876 1741799598 1780697226 1828169826 1834527827 1915225532 2001303084 2334853598 2454353979 2485489314 2571227978 2698726886 2872838298 3272471972 3351644681 3483599196 3502280397 3561394452 3656339652 3669055654 3856841967 4048090329 4669707196 4908707958 4970978628 5142455956 5266870213 5397453772 5503583481 5745676596 6703289362 7004560794 7338111308 7713683934 8096180658 8999297923 9445544101 9817415916 10054934043 10533740426 11007166962 12841694789 13406578724 14009121588 14842997873 15427367868 15800610639 16192361316 17998595846 18891088202 20109868086 21067480852 22014333924 25683389578 26997893769 28336632303 29685995746 31601221278 35997191692 36868091491 37782176404 38525084367 40219736172 44528993619 51366779156 53995787538 56673264606 59371991492 63202442556 73736182982 77050168734 89057987238 103900985111 107991575076 110604274473 113346529212 147472365964 154100337468 163272976603 178115974476 207801970222 221208548946 311702955333 326545953206 415603940444 442417097892 489818929809 623405910666 653091906412 979637859618 1142910836221 1246811821332 1959275719236 2285821672442 3428732508663 4571643344884 6857465017326 13714930034652
• Sum of all divisors σ(n): 42304678133760
• Sum of proper divisors (its aliquot sum) s(n): 28589748099108
• 13714930034652 is an abundant number, because the sum of its proper divisors (28589748099108) is greater than itself. Its abundance is 14874818064456

Bases of 13714930034652

• Binary: 11000111100101000001100010000110011111011100₂
• Hexadecimal: 0xC79418867DC
• Base-36: 4V0JV8ESC

Squares and roots of 13714930034652

• 13714930034652 squared (13714930034652²) is 188099305855399509920761104
• 13714930034652 cubed (13714930034652³) is 2579768819373411547098847905856933775808
• The square root of 13714930034652 is 3703367.3912605539
• The cube root of 13714930034652 is 23936.7140742561

Scales and comparisons

• 13,714,930,034,652 seconds is equal to 436,092 years, 18 weeks, 2 days, 3 hours, 24 minutes, 12 seconds.
• To count from 1 to 13,714,930,034,652 would take you about one million, ninety thousand, two hundred thirty 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 13714930034652 cubic inches would be around 1994.7 feet tall.

Recreational maths with 13714930034652

• 13714930034652 backwards is 25643003941731
• The number of decimal digits it has is: 14
• The sum of 13714930034652's digits is 48
• More coming soon!