135143858304

Names of 135143858304

• Cardinal: 135143858304 can be written as One hundred thirty-five billion, one hundred forty-three million, eight hundred fifty-eight thousand, three hundred four.

Scientific notation

• Scientific notation: 1.35143858304 × 10¹¹

Factors of 135143858304

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 434

Divisors of 135143858304

• Number of divisors d(n): 768
• Complete list of divisors:
  1 2 3 4 6 7 8 9 12 13 14 16 18 21 24 26 28 32 36 39 42 48 52 56 63 64 67 71 72 78 84 91 96 104 112 117 126 128 134 142 144 156 168 182 192 201 208 213 224 234 252 268 271 273 284 288 312 336 364 384 402 416 426 448 468 469 497 504 536 542 546 568 576 603 624 639 672 728 804 813 819 832 852 871 896 923 936 938 994 1008 1072 1084 1092 1136 1152 1206 1248 1278 1344 1407 1456 1491 1608 1626 1638 1664 1704 1742 1846 1872 1876 1897 1988 2016 2144 2168 2184 2272 2412 2439 2496 2556 2613 2688 2769 2814 2912 2982 3216 3252 3276 3408 3484 3523 3692 3744 3752 3794 3976 4032 4221 4288 4336 4368 4473 4544 4757 4824 4878 4992 5112 5226 5538 5628 5691 5824 5964 6097 6432 6461 6504 6552 6816 6968 7046 7384 7488 7504 7588 7839 7952 8064 8307 8442 8576 8672 8736 8946 9088 9514 9648 9756 10224 10452 10569 11076 11256 11382 11648 11928 12194 12864 12922 13008 13104 13632 13936 14092 14271 14768 14976 15008 15176 15678 15904 16614 16884 17073 17344 17472 17892 18157 18291 19028 19241 19296 19383 19512 20448 20904 21138 22152 22512 22764 23856 24388 24661 25728 25844 26016 26208 27264 27872 28184 28542 29536 30016 30352 31356 31707 31808 33228 33299 33768 34146 34688 34944 35784 36314 36582 38056 38482 38592 38766 39024 40896 41808 42276 42813 44304 45024 45528 47712 48776 49322 51688 52032 52416 54471 54873 55744 56368 57084 57723 58149 59072 60032 60704 61841 62712 63414 63616 66456 66598 67536 68292 71568 72628 73164 73983 76112 76964 77184 77532 78048 81792 83616 84552 85626 88608 90048 91056 95424 97552 98644 99897 103376 104064 104832 108942 109746 111488 112736 114168 115446 116298 118144 121408 123682 125424 126828 127099 132912 133196 134687 135072 136584 143136 145256 146328 147966 152224 153928 155064 156096 163413 167232 169104 171252 173169 177216 180096 182112 185523 190848 195104 197288 199794 206752 217884 219492 221949 225472 228336 230892 232596 236041 242816 247364 250133 250848 253656 254198 265824 266392 269374 270144 273168 286272 290512 292656 295932 299691 304448 307856 310128 312192 326826 334464 338208 342504 346338 354432 364224 371046 381297 390208 394576 399588 404061 413504 432887 435768 438984 443898 450944 456672 461784 465192 472082 494728 500266 501696 507312 508396 531648 532784 538748 540288 546336 556569 572544 581024 585312 591864 599382 608896 615712 620256 653652 676416 685008 692676 708123 728448 742092 750399 762594 780416 789152 799176 808122 827008 865774 871536 877968 887796 913344 923568 930384 944164 989456 1000532 1003392 1014624 1016792 1063296 1065568 1077496 1092672 1113138 1143891 1162048 1170624 1183728 1198764 1212183 1231424 1240512 1289147 1298661 1307304 1352832 1370016 1385352 1416246 1484184 1500798 1525188 1578304 1598352 1616244 1652287 1731548 1743072 1750931 1755936 1775592 1826688 1847136 1860768 1888328 1978912 2001064 2029248 2033584 2124369 2131136 2154992 2185344 2226276 2251197 2287782 2324096 2341248 2367456 2397528 2424366 2462848 2481024 2578294 2597322 2614608 2740032 2770704 2832492 2968368 3001596 3050376 3156608 3196704 3232488 3304574 3463096 3486144 3501862 3511872 3551184 3694272 3721536 3776656 3867441 3895983 3957824 4002128 4058496 4067168 4248738 4262272 4309984 4452552 4502394 4575564 4734912 4795056 4848732 4956861 5156588 5194644 5229216 5252793 5480064 5541408 5664984 5936736 6003192 6100752 6393408 6464976 6609148 6926192 6972288 7003724 7023744 7102368 7388544 7443072 7553312 7734882 7791966 7915648 8004256 8134336 8497476 8619968 8905104 9004788 9024029 9151128 9469824 9590112 9697464 9913722 10313176 10389288 10458432 10505586 11082816 11329968 11602323 11873472 12006384 12201504 12786816 12929952 13218296 13852384 14007448 14204736 14870583 15106624 15469764 15583932 15758379 16008512 16268672 16758911 16994952 17239936 17810208 18009576 18048058 18302256 19180224 19394928 19827444 20626352 20778576 20916864 21011172 22165632 22659936 23204646 23746944 24012768 24403008 25859904 26436592 27072087 27704768 28014896 28409472 29741166 30213248 30939528 31167864 31516758 32017024 33517822 33989904 35620416 36019152 36096116 36604512 38360448 38789856 39654888 41252704 41557152 42022344 45319872 46409292 48025536 48806016 50276733 51719808 52873184 54144174 55409536 56029792 59482332 61879056 62335728 63033516 67035644 67979808 71240832 72038304 72192232 73209024 77579712 79309776 81216261 82505408 83114304 84044688 90639744 92818584 96051072 100553466 105746368 108288348 112059584 117312377 118964664 123758112 124671456 126067032 134071288 135959616 144076608 144384464 146418048 150830199 155159424 158619552 162432522 165010816 166228608 168089376 185637168 201106932 211492736 216576696 224119168 234624754 237929328 247516224 249342912 252134064 268142576 271919232 288153216 288768928 301660398 317239104 324865044 336178752 351937131 371274336 402213864 433153392 469249508 475858656 495032448 498685824 504268128 536285152 577537856 603320796 634478208 649730088 672357504 703874262 742548672 804427728 866306784 938499016 951717312 1008536256 1055811393 1072570304 1155075712 1206641592 1299460176 1407748524 1485097344 1608855456 1732613568 1876998032 1903434624 2017072512 2111622786 2145140608 2413283184 2598920352 2815497048 3217710912 3465227136 3753996064 4223245572 4826566368 5197840704 5630994096 6435421824 7507992128 8446491144 9653132736 10395681408 11261988192 15015984256 16892982288 19306265472 22523976384 33785964576 45047952768 67571929152 135143858304
• Sum of all divisors σ(n): 494438031360
• Sum of proper divisors (its aliquot sum) s(n): 359294173056
• 135143858304 is an abundant number, because the sum of its proper divisors (359294173056) is greater than itself. Its abundance is 224150314752

Bases of 135143858304

• Binary: 1111101110111001100111010000010000000₂
• Hexadecimal: 0x1F7733A080
• Base-36: 1Q315WG0

Squares and roots of 135143858304

• 135143858304 squared (135143858304²) is 18263862437291629756416
• 135143858304 cubed (135143858304³) is 2468248837309088097326313938878464
• The square root of 135143858304 is 367619.1756478433
• The cube root of 135143858304 is 5131.7493727169

Scales and comparisons

• 135,143,858,304 seconds is equal to 4,297 years, 8 weeks, 1 day, 38 minutes, 24 seconds.
• To count from 1 to 135,143,858,304 would take you about eight thousand, five hundred ninety-four 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 135143858304 cubic inches would be around 427.6 feet tall.

Recreational maths with 135143858304

• 135143858304 backwards is 403858341531
• The number of decimal digits it has is: 12
• The sum of 135143858304's digits is 45
• More coming soon!