136499361138

Names of 136499361138

• Cardinal: 136499361138 can be written as One hundred thirty-six billion, four hundred ninety-nine million, three hundred sixty-one thousand, one hundred thirty-eight.

Scientific notation

• Scientific notation: 1.36499361138 × 10¹¹

Factors of 136499361138

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 15
• Sum of prime factors: 91

Divisors of 136499361138

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 3 6 7 9 14 18 19 21 27 29 31 38 42 54 57 58 62 63 81 87 93 114 126 133 162 171 174 186 189 203 217 243 261 266 279 342 378 399 406 434 486 513 522 551 558 567 589 609 651 729 783 798 837 841 899 1026 1102 1134 1178 1197 1218 1302 1458 1539 1566 1653 1674 1682 1701 1767 1798 1827 1953 2187 2349 2394 2511 2523 2697 3078 3306 3402 3534 3591 3654 3857 3906 4123 4374 4617 4698 4959 5022 5046 5103 5301 5394 5481 5859 5887 6293 6561 7047 7182 7533 7569 7714 8091 8246 9234 9918 10206 10602 10773 10962 11571 11718 11774 12369 12586 13122 13851 14094 14877 15066 15138 15309 15903 15979 16182 16443 17081 17577 17661 18879 19683 21141 21546 22599 22707 23142 24273 24738 26071 27702 29754 30618 31806 31958 32319 32886 34162 34713 35154 35322 37107 37758 39366 41553 42282 44631 45198 45414 45927 47709 47937 48546 49329 51243 52142 52731 52983 56637 63423 64638 67797 68121 69426 72819 74214 78213 83106 89262 91854 95418 95874 96957 98658 102486 104139 105462 105966 111321 111853 113274 119567 124659 126846 133893 135594 136242 137781 143127 143811 145638 147987 153729 156426 158193 158949 169911 182497 190269 193914 203391 204363 208278 218457 222642 223706 234639 239134 249318 267786 275562 286254 287622 290871 295974 307458 312417 316386 317898 333963 335559 339822 358701 364994 373977 380538 401679 406782 408726 429381 431433 436914 443961 461187 469278 474579 476847 495349 509733 547491 570807 581742 610173 613089 624834 655371 667926 671118 703917 717402 747954 803358 858762 862866 872613 887922 922374 937251 949158 953694 990698 1001889 1006677 1019466 1076103 1094982 1141614 1205037 1220346 1226178 1288143 1294299 1310742 1331883 1383561 1407834 1423737 1430541 1486047 1529199 1642473 1745226 1839267 1874502 1966113 2003778 2013354 2111751 2152206 2410074 2576286 2588598 2617839 2663766 2767122 2811753 2847474 2861082 2972094 3005667 3020031 3058398 3228309 3284946 3467443 3615111 3678534 3864429 3882897 3932226 3995649 4150683 4223502 4271211 4291623 4458141 4587597 4927419 5235678 5517801 5623506 5898339 6011334 6040062 6335253 6456618 6934886 7230222 7728858 7765794 7991298 8301366 8435259 8542422 8583246 8916282 9017001 9060093 9175194 9684927 9854838 10402329 10845333 11035602 11593287 11648691 11796678 12452049 12670506 12874869 13374423 13762791 14782257 16553403 16870518 17695017 18034002 18120186 19005759 19369854 20804658 21690666 23186574 23297382 24904098 25305777 25749738 26748846 27051003 27180279 27525582 29054781 29564514 31206987 33106806 34946073 35390034 37356147 38011518 38624607 40123269 41288373 44346771 50611554 54102006 54360558 57017277 58109562 62413974 69892146 74712294 75917331 77249214 80246538 81153009 81540837 82576746 87164343 88693542 93620961 104838219 112068441 114034554 115873821 120369807 123865119 133040313 151834662 162306018 163081674 171051831 174328686 187241922 209676438 224136882 231747642 240739614 244622511 247730238 261493029 266080626 280862883 314514657 336205323 342103662 361109421 399120939 489245022 513155493 522986058 561725766 629029314 672410646 722218842 733867533 784479087 798241878 842588649 1026310986 1083328263 1197362817 1467735066 1568958174 1685177298 2166656526 2201602599 2353437261 2394725634 2527765947 3249984789 3592088451 4403205198 4706874522 5055531894 6499969578 7184176902 7583297841 9749954367 15166595682 19499908734 22749893523 45499787046 68249680569 136499361138
• Sum of all divisors σ(n): 394988605440
• Sum of proper divisors (its aliquot sum) s(n): 258489244302
• 136499361138 is an abundant number, because the sum of its proper divisors (258489244302) is greater than itself. Its abundance is 121989883164

Bases of 136499361138

• Binary: 1111111000111111111101111010101110010₂
• Hexadecimal: 0x1FC7FEF572
• Base-36: 1QPG714I

Squares and roots of 136499361138

• 136499361138 squared (136499361138²) is 18632075591082144655044
• 136499361138 cubed (136499361138³) is 2543266414857636475492407389280072
• The square root of 136499361138 is 369458.1994461621
• The cube root of 136499361138 is 5148.8496018191

Scales and comparisons

• 136,499,361,138 seconds is equal to 4,340 years, 13 weeks, 2 days, 17 hours, 12 minutes, 18 seconds.
• To count from 1 to 136,499,361,138 would take you about eight thousand, six hundred eighty 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 136499361138 cubic inches would be around 429.1 feet tall.

Recreational maths with 136499361138

• 136499361138 backwards is 831163994631
• 136499361138 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 136499361138's digits is 54
• More coming soon!