133724113380

Names of 133724113380

• Cardinal: 133724113380 can be written as One hundred thirty-three billion, seven hundred twenty-four million, one hundred thirteen thousand, three hundred eighty.

Scientific notation

• Scientific notation: 1.3372411338 × 10¹¹

Factors of 133724113380

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 9558

Divisors of 133724113380

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 3 4 5 6 9 10 11 12 13 15 18 20 22 26 27 30 33 36 39 44 45 52 54 55 60 61 65 66 78 81 90 99 108 110 117 122 130 132 135 143 156 162 165 180 183 195 198 220 234 244 260 270 286 297 305 324 330 351 366 390 396 405 429 468 495 540 549 572 585 594 610 660 671 702 715 732 780 793 810 858 891 915 990 1053 1098 1170 1188 1220 1287 1342 1404 1430 1485 1586 1620 1647 1716 1755 1782 1830 1980 2013 2106 2145 2196 2340 2379 2574 2684 2745 2860 2970 3172 3294 3355 3510 3564 3660 3861 3965 4026 4212 4290 4455 4758 4941 5148 5265 5490 5940 6039 6435 6588 6710 7020 7137 7722 7930 8052 8235 8580 8723 8910 9463 9516 9882 10065 10530 10980 11583 11895 12078 12870 13420 14274 15444 15860 16470 17446 17820 18117 18926 19305 19764 20130 21060 21411 23166 23790 24156 24705 25740 26169 28389 28548 30195 32940 34892 35685 36234 37852 38610 40260 42822 43615 46332 47315 47580 49410 52338 54351 56778 57915 60390 64233 71370 72468 77220 78507 85167 85644 87230 90585 94630 98820 104093 104676 107055 108702 113556 115830 120780 123019 128466 130845 141945 142740 157014 170334 174460 181170 189260 208186 214110 217404 231660 235521 246038 255501 256932 261690 271755 283890 312279 314028 321165 340668 362340 369057 392535 416372 425835 428220 471042 492076 511002 520465 523380 543510 567780 577243 615095 624558 642330 706563 738114 766503 785070 851670 936837 942084 1022004 1040930 1087020 1107171 1154486 1177605 1230190 1249116 1277505 1284660 1353209 1413126 1476228 1533006 1561395 1570140 1703340 1731729 1845285 1873674 2081860 2214342 2308972 2355210 2460380 2555010 2706418 2810511 2826252 2886215 3066012 3122790 3321513 3463458 3532815 3690570 3747348 3832515 4059627 4428684 4684185 4710420 5110020 5195187 5412836 5535855 5621022 5772430 6245580 6349673 6643026 6766045 6926916 7065630 7381140 7504159 7665030 8119254 8431533 8658645 9368370 9964539 10390374 11071710 11242044 11544860 12178881 12699346 13286052 13532090 14052555 14131260 15008318 15330060 15585561 16238508 16607565 16863066 17317290 18736740 19049019 19929078 20298135 20780748 22143420 22512477 24357762 25398692 25975935 27064180 28105110 30016636 31171122 31748365 33215130 33726132 34634580 36536643 37520795 38098038 39858156 40596270 42157665 45024954 46756683 48715524 49822695 51951870 56210220 57147057 60894405 62342244 63496730 66430260 67537431 73073286 75041590 76196076 77927805 81192540 82545749 84315330 90049908 93513366 95245095 99645390 103903740 109609929 112562385 114294114 121788810 126993460 135074862 146146572 150083180 155855610 165091498 168630660 171441171 182683215 187026732 190490190 199290780 202612293 219219858 225124770 228588228 233783415 243577620 247637247 270149724 285735285 311711220 330182996 337687155 342882342 365366430 380980380 405224586 412728745 438439716 450249540 467566830 495274494 514323513 548049645 571470570 607836879 675374310 685764684 730732860 742911741 810449172 825457490 857205855 935133660 990548988 1013061465 1028647026 1096099290 1142941140 1215673758 1238186235 1350748620 1485823482 1650914980 1714411710 2026122930 2057294052 2192198580 2228735223 2431347516 2476372470 2571617565 2971646964 3039184395 3428823420 3714558705 4052245860 4457470446 4952744940 5143235130 6078368790 6686205669 7429117410 8914940892 10286470260 11143676115 12156737580 13372411338 14858234820 22287352230 26744822676 33431028345 44574704460 66862056690 133724113380
• Sum of all divisors σ(n): 500968435968
• Sum of proper divisors (its aliquot sum) s(n): 367244322588
• 133724113380 is an abundant number, because the sum of its proper divisors (367244322588) is greater than itself. Its abundance is 233520209208

Bases of 133724113380

• Binary: 1111100100010100101000000100111100100₂
• Hexadecimal: 0x1F229409E4
• Base-36: 1PFJVU90

Squares and roots of 133724113380

• 133724113380 squared (133724113380²) is 17882138499267095024400
• 133724113380 cubed (133724113380³) is 2391273116152856061946099466472000
• The square root of 133724113380 is 365683.0777873103
• The cube root of 133724113380 is 5113.7156552107

Scales and comparisons

• 133,724,113,380 seconds is equal to 4,252 years, 4 days, 19 hours, 3 minutes.
• To count from 1 to 133,724,113,380 would take you about eight thousand, five hundred 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 133724113380 cubic inches would be around 426.1 feet tall.

Recreational maths with 133724113380

• 133724113380 backwards is 083311427331
• 133724113380 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 133724113380's digits is 36
• More coming soon!