134193525989120

Names of 134193525989120

• Cardinal: 134193525989120 can be written as One hundred thirty-four trillion, one hundred ninety-three billion, five hundred twenty-five million, nine hundred eighty-nine thousand, one hundred twenty.

Scientific notation

• Scientific notation: 1.3419352598912 × 10¹⁴

Factors of 134193525989120

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 16
• Sum of prime factors: 388

Divisors of 134193525989120

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 4 5 8 10 13 16 20 26 32 37 40 52 64 65 74 80 104 128 130 148 160 169 185 208 256 260 296 320 331 338 370 416 481 520 592 640 662 676 740 832 845 962 1040 1184 1280 1324 1352 1369 1480 1655 1664 1690 1924 2080 2368 2405 2648 2704 2738 2960 3310 3328 3380 3848 4160 4303 4736 4810 5296 5408 5476 5920 6253 6620 6760 6845 7696 8320 8606 9472 9620 10592 10816 10952 11840 12247 12506 13240 13520 13690 15392 16640 17212 17797 19240 21184 21515 21632 21904 23680 24494 25012 26480 27040 27380 30784 31265 34424 35594 38480 42368 43030 43264 43808 47360 48988 50024 50653 52960 54080 54760 55939 61235 61568 62530 68848 71188 76960 84736 86060 87616 88985 97976 100048 101306 105920 108160 109520 111878 122470 123136 125060 137696 142376 153920 159211 172120 175232 177970 195952 200096 202612 211840 216320 219040 223756 231361 244940 250120 253265 275392 279695 284752 307840 318422 344240 350464 355940 391904 400192 405224 423680 438080 447512 453139 462722 489880 500240 506530 550784 559390 569504 615680 636844 658489 688480 711880 783808 796055 800384 810448 876160 895024 906278 925444 979760 1000480 1013060 1101568 1118780 1139008 1156805 1273688 1316978 1376960 1423760 1567616 1592110 1600768 1620896 1752320 1790048 1812556 1850888 1874161 1959520 2000960 2026120 2069743 2237560 2265695 2278016 2313610 2547376 2633956 2753920 2847520 3135232 3184220 3241792 3292445 3580096 3625112 3701776 3748322 3919040 4001920 4052240 4139486 4475120 4531390 4556032 4627220 5094752 5267912 5507840 5695040 5890807 6368440 6483584 6584890 7160192 7250224 7403552 7496644 7838080 8003840 8104480 8278972 8560357 8950240 9062780 9254440 9370805 10189504 10348715 10535824 11390080 11781614 12736880 12967168 13169780 14320384 14500448 14807104 14993288 15676160 16208960 16557944 16766143 17120714 17900480 18125560 18508880 18741610 20379008 20697430 21071648 22780160 23563228 24364093 25473760 26339560 29000896 29454035 29614208 29986576 32417920 33115888 33532286 34241428 35800960 36251120 37017760 37483220 40758016 41394860 42143296 42801785 47126456 48728186 50947520 52679120 58001792 58908070 59228416 59973152 64835840 66231776 67064572 68482856 71601920 72502240 74035520 74966440 76580491 82789720 83830715 84286592 85603570 94252912 97456372 101895040 105358240 116003584 117816140 119946304 121820465 132463552 134129144 136965712 145004480 148071040 149932880 153160982 165579440 167661430 168573184 171207140 188505824 194912744 203790080 210716480 217959859 235632280 239892608 243640930 264927104 268258288 273931424 290008960 296142080 299865760 306321964 316733209 331158880 335322860 342414280 377011648 382902455 389825488 421432960 435919718 471264560 479785216 487281860 529854208 536516576 547862848 580017920 599731520 612643928 620347291 633466418 662317760 670645720 684828560 754023296 765804910 779650976 842865920 871839436 942529120 974563720 1073033152 1089799295 1095725696 1199463040 1225287856 1240694582 1266932836 1324635520 1341291440 1369657120 1508046592 1531609820 1559301952 1583666045 1743678872 1885058240 1949127440 2146066304 2179598590 2191451392 2398926080 2450575712 2481389164 2533865672 2649271040 2682582880 2739314240 2833478167 3063219640 3101736455 3118603904 3167332090 3487357744 3770116480 3898254880 4292132608 4359197180 4901151424 4962778328 5067731344 5365165760 5478628480 5666956334 6126439280 6203472910 6237207808 6334664180 6974715488 7540232960 7796509760 8064514783 8718394360 9802302848 9925556656 10135462688 10730331520 10957256960 11333912668 12252878560 12406945820 12669328360 13949430976 14167390835 15593019520 16129029566 17436788720 19604605696 19851113312 20270925376 21460663040 22667825336 24505757120 24813891640 25338656720 27898861952 28334781670 31186039040 32258059132 34873577440 39702226624 40322573915 40541850752 45335650672 49011514240 49627783280 50677313440 55797723904 56669563340 64516118264 69747154880 79404453248 80645147830 81083701504 90671301344 98023028480 99255566560 101354626880 104838692179 113339126680 129032236528 139494309760 158808906496 161290295660 181342602688 198511133120 202709253760 209677384358 226678253360 258064473056 278988619520 322580591320 362685205376 397022266240 405418507520 419354768716 453356506720 516128946112 524193460895 645161182640 725370410752 794044532480 838709537432 906713013440 1032257892224 1048386921790 1290322365280 1677419074864 1813426026880 2064515784448 2096773843580 2580644730560 3354838149728 3626852053760 4193547687160 5161289461120 6709676299456 8387095374320 10322578922240 13419352598912 16774190748640 26838705197824 33548381497280 67096762994560 134193525989120
• Sum of all divisors σ(n): 358812395111016
• Sum of proper divisors (its aliquot sum) s(n): 224618869121896
• 134193525989120 is an abundant number, because the sum of its proper divisors (224618869121896) is greater than itself. Its abundance is 90425343132776

Bases of 134193525989120

• Binary: 11110100000110001011101011100101001111100000000₂
• Hexadecimal: 0x7A0C5D729F00
• Base-36: 1BKFNKLLA8

Squares and roots of 134193525989120

• 134193525989120 squared (134193525989120²) is 18007902417392624874358374400
• 134193525989120 cubed (134193525989120³) is 2416543921057914079984225489731115286528000
• The square root of 134193525989120 is 11584192.9364595789
• The cube root of 134193525989120 is 51196.9223701833

Scales and comparisons

• 134,193,525,989,120 seconds is equal to 4,266,939 years, 2 weeks, 1 hour, 25 minutes, 20 seconds.
• To count from 1 to 134,193,525,989,120 would take you about ten million, six hundred sixty-seven thousand, three hundred forty-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 134193525989120 cubic inches would be around 4266.4 feet tall.

Recreational maths with 134193525989120

• 134193525989120 backwards is 021989525391431
• The number of decimal digits it has is: 15
• The sum of 134193525989120's digits is 62
• More coming soon!