14422028834724

Names of 14422028834724

• Cardinal: 14422028834724 can be written as Fourteen trillion, four hundred twenty-two billion, twenty-eight million, eight hundred thirty-four thousand, seven hundred twenty-four.

Scientific notation

• Scientific notation: 1.4422028834724 × 10¹³

Factors of 14422028834724

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 2384

Divisors of 14422028834724

• Number of divisors d(n): 432
• Complete list of divisors:
  1 2 3 4 6 7 12 14 19 21 28 31 38 42 49 57 62 76 84 93 98 114 124 133 147 186 196 217 228 266 294 372 399 434 532 588 589 651 798 868 931 961 1093 1178 1229 1302 1519 1596 1767 1862 1922 2186 2356 2458 2604 2793 2883 3038 3279 3534 3687 3724 3844 4123 4372 4557 4916 5586 5766 6076 6558 6727 7068 7374 7651 8246 8603 9114 11172 11532 12369 13116 13454 14748 15302 16492 17206 18228 18259 20181 20767 22953 23351 24738 25809 26908 28861 30604 33883 34412 36518 38099 40362 41534 45906 46702 47089 49476 51618 53557 54777 57722 60221 62301 67766 70053 73036 76198 80724 83068 86583 91812 93404 94178 101649 103236 107114 109554 114297 115444 120442 124602 127813 135532 140106 141267 145369 152396 160671 163457 173166 180663 188356 203298 214228 219108 228594 237181 240884 249204 255626 266693 280212 282534 290738 321342 326914 346332 361326 383439 406596 436107 457188 474362 490371 511252 533386 565068 581476 642684 643777 653828 711543 722652 723881 766878 800079 872214 894691 948724 980742 1017583 1050373 1066772 1144199 1181069 1287554 1343297 1423086 1447762 1533756 1600158 1660267 1744428 1789382 1866851 1931331 1961484 2035166 2100746 2171643 2288398 2362138 2575108 2684073 2686594 2846172 2895524 3052749 3151119 3200316 3320534 3432597 3543207 3578764 3733702 3862662 4029891 4070332 4201492 4343286 4506439 4576796 4724276 4980801 5067167 5368146 5373188 5600553 6105498 6302238 6641068 6865194 7086414 7352611 7467404 7725324 8059782 8267483 8686572 9012878 9403079 9961602 10134334 10736292 11201106 12210996 12604476 13519317 13730388 14172828 14705222 15201501 16119564 16534966 18025756 18806158 19923204 19957087 20268668 22057833 22402212 22440311 24802449 25522643 27038634 28209237 29410444 30403002 31545073 33069932 35470169 37612316 39914174 41642207 44115666 44880622 49604898 51045286 51468277 54077268 56418474 57872381 59871261 60806004 63090146 65821553 67320933 70940338 76567929 79828348 83284414 88231332 89761244 94635219 99209796 102090572 102936554 106410507 112836948 115744762 119742522 124926621 126180292 131643106 134641866 139699609 141880676 153135858 154404831 157082177 166568828 173617143 178658501 189270438 197464659 205873108 212821014 231489524 239485044 249853242 263286212 269283732 279399218 291495449 306271716 308809662 314164354 347234286 357317002 378540876 394929318 419098827 425642028 471246531 499706484 535975503 558798436 582990898 617619324 628328708 694468572 714634004 789858636 791201933 838197654 874486347 942493062 977897263 1071951006 1099575239 1165981796 1250609507 1290908417 1582403866 1676395308 1748972694 1884986124 1955794526 2040468143 2143902012 2199150478 2373605799 2501219014 2581816834 2933691789 3164807732 3298725717 3497945388 3751828521 3872725251 3911589052 4080936286 4398300956 4747211598 5002438028 5163633668 5538413531 5867383578 6121404429 6597451434 7503657042 7745450502 8161872572 9036358919 9494423196 11076827062 11734767156 12242808858 13194902868 15007314084 15490901004 16615240593 18072717838 22153654124 24485617716 24527259923 27109076757 33230481186 36145435676 38768894717 49054519846 54218153514 63254512433 66460962372 73581779769 77537789434 98109039692 108436307028 116306684151 126509024866 147163559538 155075578868 171690819461 189763537299 232613368302 253018049732 294327119076 343381638922 379527074598 465226736604 515072458383 686763277844 759054149196 1030144916766 1201835736227 2060289833532 2403671472454 3605507208681 4807342944908 7211014417362 14422028834724
• Sum of all divisors σ(n): 42651525067200
• Sum of proper divisors (its aliquot sum) s(n): 28229496232476
• 14422028834724 is an abundant number, because the sum of its proper divisors (28229496232476) is greater than itself. Its abundance is 13807467397752

Bases of 14422028834724

• Binary: 11010001110111100011111001111101011110100100₂
• Hexadecimal: 0xD1DE3E7D7A4
• Base-36: 541DZLORO

Squares and roots of 14422028834724

• 14422028834724 squared (14422028834724²) is 207994915709610497308156176
• 14422028834724 cubed (14422028834724³) is 2999708671839990482061065753698283855424
• The square root of 14422028834724 is 3797634.6368132889
• The cube root of 14422028834724 is 24341.2075710523

Scales and comparisons

• 14,422,028,834,724 seconds is equal to 458,575 years, 47 weeks, 1 day, 45 minutes, 24 seconds.
• To count from 1 to 14,422,028,834,724 would take you about one million, one hundred forty-six thousand, four hundred thirty-nine 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 14422028834724 cubic inches would be around 2028.4 feet tall.

Recreational maths with 14422028834724

• 14422028834724 backwards is 42743882022441
• The number of decimal digits it has is: 14
• The sum of 14422028834724's digits is 51
• More coming soon!