135848969960

Names of 135848969960

• Cardinal: 135848969960 can be written as One hundred thirty-five billion, eight hundred forty-eight million, nine hundred sixty-nine thousand, nine hundred sixty.

Scientific notation

• Scientific notation: 1.3584896996 × 10¹¹

Factors of 135848969960

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 261

Divisors of 135848969960

• Number of divisors d(n): 384
• Complete list of divisors:
  1 2 4 5 8 10 11 17 20 22 29 34 40 44 55 58 68 85 88 110 116 121 136 145 170 187 197 220 232 242 289 290 319 340 374 394 440 484 493 578 580 605 638 680 748 788 935 968 985 986 1156 1160 1210 1276 1445 1496 1576 1595 1870 1970 1972 2057 2167 2312 2420 2465 2552 2890 3179 3190 3349 3509 3740 3940 3944 4114 4334 4840 4913 4930 5423 5713 5780 6358 6380 6698 7018 7480 7880 8228 8381 8668 9826 9860 10285 10835 10846 11426 11560 12716 12760 13396 14036 15895 16456 16745 16762 17336 17545 19652 19720 20570 21670 21692 22852 23837 24565 25432 26792 27115 28072 28565 31790 33490 33524 34969 35090 36839 39304 41140 41905 43340 43384 45704 47674 49130 54043 54230 56933 57130 59653 62843 63580 66980 67048 69938 70180 73678 82280 83810 86680 92191 95348 97121 98260 108086 108460 113866 114260 119185 119306 125686 127160 133960 139876 140360 142477 147356 167620 174845 184195 184382 190696 194242 196520 216172 216920 227732 228520 238370 238612 251372 270215 279752 284665 284954 294712 298265 314215 335240 349690 368390 368764 388484 405229 432344 455464 460955 476740 477224 485605 502744 540430 569330 569908 594473 596530 626263 628430 691273 699380 712385 736780 737528 776968 810458 921910 953480 967861 971210 1014101 1068331 1080860 1138660 1139816 1188946 1193060 1252526 1256860 1382546 1398760 1424770 1473560 1567247 1620916 1651057 1843820 1935722 1942420 2026145 2028202 2136662 2161720 2277320 2377892 2386120 2505052 2513720 2765092 2849540 2972365 3131315 3134494 3241832 3302114 3456365 3687640 3871444 3884840 4052290 4056404 4273324 4755784 4839305 5010104 5070505 5341655 5530184 5699080 5944730 6262630 6268988 6604228 6888893 6912730 7742888 7836235 8104580 8112808 8255285 8546648 9678610 10141010 10646471 10683310 11751641 11889460 12525260 12537976 13208456 13777786 13825460 15672470 16209160 16510570 17239717 18161627 19357220 20282020 21292942 21366620 23503282 23778920 25050520 27555572 27650920 28067969 31344940 33021140 34444465 34479434 36323254 38714440 40564040 42585884 42733240 47006564 53232355 55111144 56135938 58758205 62689880 66042280 68888930 68958868 72646508 85171768 86198585 90808135 94013128 106464710 112271876 117111181 117516410 137777860 137917736 140339845 145293016 172397170 181616270 199777897 212929420 224543752 234222362 235032820 275555720 280679690 308747659 344794340 363232540 399555794 425858840 468444724 470065640 561359380 585555905 617495318 689588680 726465080 799111588 936889448 998889485 1122718760 1171111810 1234990636 1543738295 1598223176 1997778970 2342223620 2469981272 3087476590 3396224249 3995557940 4684447240 6174953180 6792448498 7991115880 12349906360 13584896996 16981121245 27169793992 33962242490 67924484980 135848969960
• Sum of all divisors σ(n): 371151396000
• Sum of proper divisors (its aliquot sum) s(n): 235302426040
• 135848969960 is an abundant number, because the sum of its proper divisors (235302426040) is greater than itself. Its abundance is 99453456080

Bases of 135848969960

• Binary: 1111110100001001110101100011011101000₂
• Hexadecimal: 0x1FA13AC6E8
• Base-36: 1QEOYW2W

Squares and roots of 135848969960

• 135848969960 squared (135848969960²) is 18454942639192982401600
• 135848969960 cubed (135848969960³) is 2507084948205250584917767055936000
• The square root of 135848969960 is 368576.9525621481
• The cube root of 135848969960 is 5140.6588450273

Scales and comparisons

• 135,848,969,960 seconds is equal to 4,319 years, 30 weeks, 59 minutes, 20 seconds.
• To count from 1 to 135,848,969,960 would take you about eight thousand, six hundred thirty-nine 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 135848969960 cubic inches would be around 428.4 feet tall.

Recreational maths with 135848969960

• 135848969960 backwards is 069969848531
• 135848969960 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 135848969960's digits is 68
• More coming soon!