135018008456240

Names of 135018008456240

• Cardinal: 135018008456240 can be written as One hundred thirty-five trillion, eighteen billion, eight million, four hundred fifty-six thousand, two hundred forty.

Scientific notation

• Scientific notation: 1.3501800845624 × 10¹⁴

Factors of 135018008456240

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 487

Divisors of 135018008456240

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 4 5 7 8 10 13 14 16 20 26 28 35 40 52 56 65 70 80 91 104 107 112 130 140 169 182 208 214 260 280 338 353 364 428 455 520 535 560 676 706 728 749 845 856 910 1040 1070 1183 1352 1391 1412 1456 1498 1690 1712 1765 1820 2140 2366 2471 2704 2782 2824 2996 3380 3530 3640 3745 4280 4589 4732 4942 5564 5648 5915 5992 6760 6955 7060 7280 7490 8560 9178 9464 9737 9884 11128 11449 11830 11984 12355 13520 13910 14120 14980 18083 18356 18928 19474 19768 22256 22898 22945 23660 24710 27820 28240 29960 32123 36166 36712 37771 38948 39536 45796 45890 47320 48685 49420 55640 57245 59657 59920 64246 72332 73424 75542 77896 80143 90415 91592 91780 94640 97370 98840 111280 114490 119314 124609 126581 128492 144664 148837 151084 155792 160286 160615 180830 183184 183560 188855 194740 197680 228980 238628 249218 253162 256984 264397 289328 297674 298285 302168 320572 321230 361660 367120 377710 389480 400715 417599 457960 477256 491023 498436 506324 513968 528794 595348 596570 604336 623045 632905 641144 642460 723320 744185 755420 778960 801430 835198 872263 915920 954512 982046 996872 1012648 1041859 1057588 1190696 1193140 1246090 1265810 1282288 1284920 1321985 1446640 1488370 1510840 1602860 1619917 1670396 1744526 1934881 1964092 1993744 2025296 2083718 2087995 2115176 2381392 2386280 2455115 2492180 2531620 2569840 2643970 2976740 3021680 3205720 3239834 3340792 3437161 3489052 3869762 3928184 4041497 4167436 4175990 4230352 4361315 4772560 4910230 4984360 5063240 5209295 5287940 5953480 6383299 6411440 6479668 6681584 6874322 6978104 7739524 7856368 8082994 8099585 8334872 8351980 8722630 9674405 9820460 9968720 10126480 10418590 10575880 11339419 11906960 12766598 12959336 13333163 13544167 13748644 13956208 15479048 16165988 16199170 16669744 16703960 17185805 17445260 19348810 19640920 20207485 20837180 21058921 21151760 22678838 25533196 25918672 26666326 27088334 27497288 28290479 30958096 31916495 32331976 32398340 33407920 34371610 34890520 38697620 39281840 40414970 41674360 42117842 44683093 45357676 51066392 52539461 53332652 54176668 54994576 56580958 56697095 63832990 64663952 64796680 66665815 67720835 68743220 69781040 77395240 80829940 83348720 84235684 89366186 90715352 93332141 102132784 105078922 105294605 106665304 108353336 113161916 113394190 127665980 129593360 133331630 135441670 137486440 141452395 147412447 154790480 161659880 168471368 173331119 178732372 181430704 186664282 210157844 210589210 213330608 216706672 223415465 226323832 226788380 255331960 262697305 266663260 270883340 274972880 282904790 294824894 323319760 336942736 346662238 357464744 367776227 373328564 420315688 421178420 446830930 452647664 453576760 466660705 510663920 525394610 533326520 541766680 565809580 589649788 683012993 693324476 714929488 735552454 737062235 746657128 840631376 842356840 866655595 893661860 907153520 933321410 1050789220 1066653040 1083533360 1131619160 1179299576 1213317833 1366025986 1386648952 1426648441 1471104908 1474124470 1493314256 1684713680 1733311190 1787323720 1838881135 1866642820 2101578440 2253304547 2263238320 2358599152 2426635666 2732051972 2773297904 2853296882 2942209816 2948248940 3415064965 3466622380 3574647440 3677762270 3733285640 4203156880 4506609094 4781090951 4853271332 5464103944 5706593764 5884419632 5896497880 6066589165 6830129930 6933244760 7133242205 7355524540 7466571280 9013218188 9562181902 9706542664 9986539087 10928207888 11266522735 11413187528 11792995760 12133178330 13660259860 13866489520 14266484410 14711049080 15773131829 18026436376 18546429733 19124363804 19413085328 19973078174 22533045470 22826375056 23905454755 24266356660 27320519720 28532968820 29422098160 31546263658 36052872752 37092859466 38248727608 39946156348 45066090940 47810909510 48532713320 49932695435 54641039440 57065937640 63092527316 74185718932 76497455216 78865659145 79892312696 90132181880 92732148665 95621819020 97065426640 99865390870 114131875280 126185054632 129825008131 148371437864 157731318290 159784625392 180264363760 185464297330 191243638040 199730781740 241103586529 252370109264 259650016262 296742875728 315462636580 370928594660 382487276080 399461563480 482207173058 519300032524 630925273160 649125040655 741857189320 798923126960 964414346116 1038600065048 1205517932645 1261850546320 1298250081310 1483714378640 1687725105703 1928828692232 2077200130096 2411035865290 2596500162620 3375450211406 3857657384464 4822071730580 5193000325240 6750900422812 8438625528515 9644143461160 10386000650480 13501800845624 16877251057030 19288286922320 27003601691248 33754502114060 67509004228120 135018008456240
• Sum of all divisors σ(n): 393260726358864
• Sum of proper divisors (its aliquot sum) s(n): 258242717902624
• 135018008456240 is an abundant number, because the sum of its proper divisors (258242717902624) is greater than itself. Its abundance is 123224709446384

Bases of 135018008456240

• Binary: 11110101100110001010100011011101010110000110000₂
• Hexadecimal: 0x7ACC546EAC30
• Base-36: 1BUYF068FK

Squares and roots of 135018008456240

• 135018008456240 squared (135018008456240²) is 18229862607489296147994937600
• 135018008456240 cubed (135018008456240³) is 2461359743694083163265266143397511130624000
• The square root of 135018008456240 is 11619724.9733476911
• The cube root of 135018008456240 is 51301.5593379189

Scales and comparisons

• 135,018,008,456,240 seconds is equal to 4,293,155 years, 1 week, 4 days, 4 hours, 57 minutes, 20 seconds.
• To count from 1 to 135,018,008,456,240 would take you about ten million, seven hundred thirty-two thousand, eight hundred eighty-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 135018008456240 cubic inches would be around 4275.1 feet tall.

Recreational maths with 135018008456240

• 135018008456240 backwards is 042654800810531
• The number of decimal digits it has is: 15
• The sum of 135018008456240's digits is 47
• More coming soon!