13223142388995

Names of 13223142388995

• Cardinal: 13223142388995 can be written as Thirteen trillion, two hundred twenty-three billion, one hundred forty-two million, three hundred eighty-eight thousand, nine hundred ninety-five.

Scientific notation

• Scientific notation: 1.3223142388995 × 10¹³

Factors of 13223142388995

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 437

Divisors of 13223142388995

• Number of divisors d(n): 432
• Complete list of divisors:
  1 3 5 7 11 15 17 21 33 35 47 49 51 55 77 85 105 119 141 147 165 187 231 235 245 255 289 329 347 357 385 517 539 561 595 705 735 799 833 867 935 987 1041 1155 1309 1445 1551 1617 1645 1735 1785 2023 2303 2397 2429 2499 2585 2695 2805 3179 3619 3817 3927 3995 4165 4335 4935 5205 5593 5899 6069 6545 6909 7287 7755 8085 8789 9163 9537 10115 10857 11451 11515 11985 12145 12495 13583 14161 15895 16309 16779 17003 17697 18095 19085 19635 22253 25333 26367 26719 27489 27965 29495 30345 34545 36435 39151 40749 41293 42483 43945 45815 47685 48927 51009 54285 57255 61523 64889 66759 67915 70805 75999 80157 81545 83895 85015 88485 95081 100283 111265 114163 117453 120409 123879 126665 131835 133595 137445 149413 155771 179399 184569 187033 194667 195755 203745 206465 212415 244635 255045 277253 285243 289051 300849 307615 324445 333795 342489 361227 379995 400785 430661 448239 454223 467313 475405 501415 538197 561099 570815 587265 602045 619395 665567 701981 747065 778855 799141 831759 842863 867153 896995 922845 935165 973335 1045891 1103113 1255793 1291983 1324499 1362669 1386265 1426215 1445255 1504245 1712445 1806135 1940771 1996701 2046953 2105943 2153305 2241195 2271115 2336565 2397423 2528589 2690985 2805495 3049783 3137673 3179561 3309339 3327835 3509905 3767379 3973497 3995705 4158795 4214315 4335765 4713301 4913867 5229455 5515565 5659223 5822313 5900041 6140859 6278965 6459915 6622495 6813345 7321237 7721791 8790551 9149349 9271493 9538683 9703855 9983505 10234765 10529715 11987115 12642945 13585397 14139903 14328671 14741601 15248915 15688365 15897805 16546695 16977669 17700123 18836895 19867485 21348481 21963711 22516483 23165373 23566505 24569335 26371653 27814479 28296115 29111565 29500205 30704295 32993107 34798201 36606185 38608955 39614561 40756191 42986013 43952755 45746745 46357465 47693415 51846311 54052537 62251453 64045443 64900451 67549449 67926985 70699515 71643355 73708005 84888345 88500615 96206791 98979321 100300697 104394603 106742405 109818555 112582415 115826865 118843683 131858265 139072395 149439367 155538933 157615381 162157611 164965535 173991005 186754359 194701353 198072805 203780955 214930065 230951749 243587407 259231555 270262685 277301927 288620373 300902091 311257265 320227215 324502255 337747245 362924177 382780211 435760171 448318101 472846143 481033955 494896605 501503485 521973015 594218415 673447537 692855247 730762221 747196835 777694665 788076905 810788055 831905781 933771795 973506765 1058274701 1088772531 1103307667 1148340633 1154758745 1217937035 1307280513 1386509635 1443101865 1504510455 1635515447 1705111849 1814620885 1913901055 2020342611 2178800855 2241590505 2364230715 2540469239 2679461477 3050321197 3174824103 3309923001 3367237685 3464276235 3653811105 4159528905 4714132759 4906546341 5115335547 5291373505 5443862655 5516538335 5741703165 6536402565 7407922907 7621407717 8038384431 8177577235 8525559245 9150963591 10101713055 11448608129 12702346195 13397307385 14142398277 15251605985 15874120515 16549615005 17990669917 18756230339 22223768721 23570663795 24532731705 25576677735 34345824387 37039614535 38107038585 40191922155 45754817955 51855460349 53972009751 56268691017 57243040645 70711991385 80140256903 89953349585 93781151695 111118843605 125934689419 155566381047 171729121935 240420770709 259277301745 269860048755 281343455085 377804068257 400701284515 629673447095 777831905235 881542825933 1202103853545 1889020341285 2644628477799 4407714129665 13223142388995
• Sum of all divisors σ(n): 29211864095232
• Sum of proper divisors (its aliquot sum) s(n): 15988721706237
• 13223142388995 is an abundant number, because the sum of its proper divisors (15988721706237) is greater than itself. Its abundance is 2765579317242

Bases of 13223142388995

• Binary: 11000000011011000000101101000111010100000011₂
• Hexadecimal: 0xC06C0B47503
• Base-36: 4OQMLKETF

Squares and roots of 13223142388995

• 13223142388995 squared (13223142388995²) is 174851494639636395897110025
• 13223142388995 cubed (13223142388995³) is 2312086210548508048661063072194864174875
• The square root of 13223142388995 is 3636363.8966686213
• The cube root of 13223142388995 is 23647.1183439813

Scales and comparisons

• 13,223,142,388,995 seconds is equal to 420,455 years, 1 week, 2 days, 12 hours, 3 minutes, 15 seconds.
• To count from 1 to 13,223,142,388,995 would take you about one million, fifty-one thousand, one hundred thirty-seven 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 13223142388995 cubic inches would be around 1970.6 feet tall.

Recreational maths with 13223142388995

• 13223142388995 backwards is 59988324132231
• The number of decimal digits it has is: 14
• The sum of 13223142388995's digits is 60
• More coming soon!