5425342168897344

Names of 5425342168897344

• Cardinal: 5425342168897344 can be written as Five quadrillion, four hundred twenty-five trillion, three hundred forty-two billion, one hundred sixty-eight million, eight hundred ninety-seven thousand, three hundred forty-four.

Scientific notation

• Scientific notation: 5.425342168897344 × 10¹⁵

Factors of 5425342168897344

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 1331

Divisors of 5425342168897344

• Number of divisors d(n): 504
• Complete list of divisors:
  1 2 3 4 6 8 12 16 24 29 32 48 58 64 83 87 96 97 116 166 174 192 194 232 249 291 332 348 388 464 498 582 664 696 776 928 996 1117 1164 1328 1392 1552 1856 1992 2234 2328 2407 2656 2784 2813 3104 3351 3984 4468 4656 4814 5312 5568 5626 6208 6702 7221 7968 8051 8439 8936 9312 9409 9628 11252 13404 14442 15936 16102 16878 17872 18624 18818 19256 22504 24153 26808 28227 28884 32204 32393 33756 35744 37636 38512 45008 48306 53616 56454 57768 64408 64786 67512 71488 75272 77024 90016 92711 96612 97179 107232 108349 112908 115536 128816 129572 135024 150544 154048 180032 185422 193224 194358 214464 216698 225816 231072 233479 257632 259144 270048 272861 278133 301088 325047 370844 386448 388716 433396 451632 462144 466958 515264 518288 540096 545722 556266 602176 650094 700437 741688 772896 777432 780947 818583 866792 903264 933916 1036576 1091444 1112532 1247689 1300188 1400874 1483376 1545792 1554864 1561894 1637166 1733584 1806528 1867832 2073152 2182888 2225064 2342841 2495378 2600376 2688619 2801748 2966752 3109728 3123788 3142121 3274332 3467168 3735664 3743067 4365776 4450128 4685682 4990756 5200752 5377238 5603496 5933504 6219456 6247576 6284242 6548664 6934336 7471328 7486134 8065857 8731552 8900256 8992967 9371364 9426363 9981512 10401504 10509853 10754476 11206992 12495152 12568484 13097328 14942656 14972268 16131714 17463104 17800512 17985934 18742728 18852726 19963024 20803008 21019706 21508952 22413984 22647463 24990304 25136968 26194656 26978901 29944536 31529559 32263428 35971868 36182981 37485456 37705452 39926048 42039412 43017904 44827968 45294926 49980608 50273936 52389312 53957802 59889072 63059118 64526856 67942389 71943736 72365962 74970912 75410904 79852096 84078824 86035808 90589852 100547872 103558187 107915604 108548943 119778144 121025833 126118236 129053712 135884778 143887472 144731924 149941824 150821808 168157648 172071616 181179704 201095744 207116374 215831208 217097886 239556288 242051666 252236472 258107424 260796043 271769556 287774944 289463848 301643616 304785737 310674561 336315296 362359408 363077499 414232748 431662416 434195772 484103332 504472944 516214848 521592086 543539112 575549888 578927696 603287232 609571474 621349122 672630592 724718816 726154998 782388129 828465496 863324832 868391544 872317799 914357211 968206664 1008945888 1043184172 1087078224 1157855392 1219142948 1242698244 1449437632 1452309996 1564776258 1656930992 1726649664 1736783088 1744635598 1828714422 1936413328 2017891776 2086368344 2174156448 2315710784 2438285896 2485396488 2616953397 2904619992 3003187423 3129552516 3313861984 3473566176 3489271196 3509749157 3657428844 3872826656 4172736688 4348312896 4876571792 4970792976 5233906794 5809239984 6006374846 6259105032 6627723968 6947132352 6978542392 7019498314 7314857688 7745653312 8345473376 9009562269 9753143584 9941585952 10045144139 10467813588 10529247471 11618479968 11739505801 12012749692 12518210064 13957084784 14038996628 14629715376 16690946752 18019124538 19506287168 19883171904 20090288278 20935627176 21058494942 23236959936 23479011602 24025499384 25036420128 25297216171 27914169568 28077993256 29259430752 30135432417 35218517403 36038249076 40180576556 41871254352 42116989884 46958023204 48050998768 50072840256 50594432342 55828339136 56155986512 58518861504 60270864834 70437034806 72076498152 75891648513 80361153112 83742508704 84233979768 93916046408 96101997536 101188864684 112311973024 120541729668 140874069612 144152996304 151783297026 160722306224 167485017408 168467959536 187832092816 192203995072 202377729368 224623946048 241083459336 281748139224 288305992608 291309180031 303566594052 321444612448 336935919072 340445668229 375664185632 404755458736 482166918672 563496278448 576611985216 582618360062 607133188104 642889224896 673871838144 680891336458 751328371264 809510917472 873927540093 964333837344 974378981483 1021337004687 1126992556896 1165236720124 1214266376208 1361782672916 1619021834944 1747855080186 1928667674688 1948757962966 2042674009374 2253985113792 2330473440248 2428532752416 2723565345832 2923136944449 3495710160372 3897515925932 4085348018748 4660946880496 4857065504832 5447130691664 5846273888898 6991420320744 7795031851864 8170696037496 9321893760992 10894261383328 11692547777796 13982840641488 15590063703728 16341392074992 18643787521984 21788522766656 23385095555592 27965681282976 28256990463007 31180127407456 32682784149984 46770191111184 55931362565952 56513980926014 62360254814912 65365568299968 84770971389021 93540382222368 113027961852028 169541942778042 187080764444736 226055923704056 339083885556084 452111847408112 678167771112168 904223694816224 1356335542224336 1808447389632448 2712671084448672 5425342168897344
• Sum of all divisors σ(n): 15198582016023840
• Sum of proper divisors (its aliquot sum) s(n): 9773239847126496
• 5425342168897344 is an abundant number, because the sum of its proper divisors (9773239847126496) is greater than itself. Its abundance is 4347897678229152

Bases of 5425342168897344

• Binary: 10011010001100101000111101000110000110001011101000000₂
• Hexadecimal: 0x134651E8C31740
• Base-36: 1HF4FS96EDC

Squares and roots of 5425342168897344

• 5425342168897344 squared (5425342168897344²) is 29434337649615736709608810254336
• 5425342168897344 cubed (5425342168897344³) is 159691353264022991650883032699107113869314883584
• The square root of 5425342168897344 is 73656922.0704839391
• The cube root of 5425342168897344 is 175715.0840491315

Scales and comparisons

• 5,425,342,168,897,344 seconds is equal to 172,509,099 years, 14 weeks, 6 days, 22 minutes, 24 seconds.
• To count from 1 to 5,425,342,168,897,344 would take you about five hundred seventeen million, five hundred twenty-seven thousand, two hundred ninety-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 5425342168897344 cubic inches would be around 14642.9 feet tall.

Recreational maths with 5425342168897344

• 5425342168897344 backwards is 4437988612435245
• The number of decimal digits it has is: 16
• The sum of 5425342168897344's digits is 75
• More coming soon!