136357374132

Names of 136357374132

• Cardinal: 136357374132 can be written as One hundred thirty-six billion, three hundred fifty-seven million, three hundred seventy-four thousand, one hundred thirty-two.

Scientific notation

• Scientific notation: 1.36357374132 × 10¹¹

Factors of 136357374132

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 199

Divisors of 136357374132

• Number of divisors d(n): 960
• Complete list of divisors:
  1 2 3 4 6 7 9 12 14 18 21 23 27 28 31 36 37 42 43 46 53 54 62 63 69 74 81 84 86 92 93 106 108 111 124 126 129 138 148 159 161 162 172 186 189 207 212 217 222 252 258 259 276 279 301 318 322 324 333 371 372 378 387 414 434 444 477 483 516 518 558 567 602 621 636 644 651 666 713 742 756 774 777 828 837 851 868 903 954 966 989 999 1036 1113 1116 1134 1147 1161 1204 1219 1242 1302 1332 1333 1426 1431 1449 1484 1548 1554 1591 1643 1674 1702 1806 1863 1908 1932 1953 1961 1978 1998 2139 2226 2268 2279 2294 2322 2331 2438 2484 2511 2553 2604 2666 2709 2852 2862 2898 2967 2997 3108 3182 3286 3339 3348 3404 3441 3483 3612 3657 3726 3906 3922 3956 3996 3999 4278 4293 4347 4452 4558 4588 4644 4662 4773 4876 4929 4991 5022 5106 5332 5418 5724 5796 5859 5883 5934 5957 5994 6364 6417 6572 6678 6837 6882 6923 6966 6993 7314 7452 7659 7812 7844 7998 8029 8127 8533 8556 8586 8694 8901 9116 9324 9331 9546 9858 9982 10017 10044 10212 10323 10836 10971 11137 11501 11718 11766 11868 11914 11988 11997 12834 13041 13356 13674 13727 13764 13846 13932 13986 14319 14628 14787 14973 15318 15953 15996 16058 16254 17066 17172 17388 17577 17649 17802 17871 18662 19092 19251 19716 19964 20034 20511 20646 20769 20979 21942 22274 22977 23002 23436 23532 23828 23994 24087 24381 25599 25668 26082 26381 26703 27348 27454 27692 27972 27993 28638 29574 29946 30051 30636 30659 30969 31906 32116 32508 32913 33411 34132 34503 35154 35298 35604 35742 35991 36593 37324 37789 38502 40068 41022 41181 41292 41538 41958 42957 43884 44361 44548 44919 45103 45954 46004 47859 47988 48174 48762 49321 51198 52164 52417 52762 52947 53406 53613 54908 55986 57276 57753 59148 59892 60102 60791 61318 61533 61938 62307 63812 65826 66822 68931 69006 70308 70596 70649 71484 71982 72261 73186 75578 76797 77004 79143 80109 82044 82362 83076 83916 83979 84323 85914 88722 89838 90206 91908 91977 92907 95718 96348 97524 98642 98739 100233 102396 103509 104834 105524 105894 106812 107226 107973 109779 111972 113367 115506 120204 121582 122636 123066 123543 123876 124614 128871 131652 133083 133644 134757 135309 137862 138012 141298 143577 143964 144522 146372 147963 151156 153594 157251 158286 158841 160218 160839 164724 167958 168646 171828 177444 179676 180412 182373 183954 184599 184667 185814 186921 191436 197284 197478 200466 207018 209668 211788 211947 214452 214613 215946 216783 219558 226734 230391 231012 237429 243164 246132 247086 249228 251937 252969 256151 257742 264523 266166 269514 270618 275724 275931 282596 287154 289044 295926 300699 307188 310527 314502 315721 316572 317682 320436 321678 329337 335916 337292 340101 345247 364746 366919 367908 369198 369334 370629 371628 373842 394956 400932 404271 405927 414036 423894 425537 429226 430731 431892 433566 439116 443889 453468 460782 471753 474858 482517 494172 494543 503874 505938 512302 515484 529046 532332 539028 541236 547119 551862 554001 560763 574308 590261 591852 601398 621054 629004 631442 635364 635841 643356 643839 650349 658674 680202 690494 691173 712287 729492 733838 738396 738668 741258 747684 755811 758907 768453 793569 808542 811854 827793 847788 851074 858452 861462 867132 887778 902097 921564 931581 943506 947163 949716 965034 988011 989086 1007748 1011876 1020303 1024604 1035741 1058092 1094238 1100757 1103724 1108002 1111887 1121526 1134383 1180522 1202796 1217781 1242108 1262884 1271682 1276611 1287678 1292193 1300698 1317348 1331667 1360404 1380988 1382346 1398193 1415259 1424574 1467676 1482516 1483629 1511622 1517814 1536906 1587138 1617084 1623708 1624927 1641357 1655586 1662003 1702148 1722924 1770783 1775556 1804194 1863162 1887012 1894326 1907523 1930068 1931517 1939429 1976022 1978172 2040606 2071482 2136861 2188476 2201514 2216004 2223774 2243052 2268766 2276721 2305359 2361044 2380707 2435562 2483379 2543364 2553222 2575356 2584386 2601396 2614013 2663334 2764692 2796386 2830518 2841489 2849148 2964033 2967258 3023244 3035628 3060909 3073812 3107223 3174276 3249854 3282714 3302271 3311172 3324006 3403149 3541566 3608388 3653343 3726324 3788652 3815046 3829833 3863034 3878858 3952044 3995001 4081212 4142964 4194579 4245777 4273722 4403028 4447548 4450887 4537532 4553442 4610718 4761414 4871124 4874781 4924071 4966758 4986009 5106444 5168772 5228026 5312349 5326668 5592772 5661036 5682978 5722569 5794551 5818287 5928066 5934516 6121818 6214446 6499708 6565428 6604542 6648012 6806298 6830163 6916077 7083132 7142121 7306686 7630092 7659666 7726068 7757716 7842039 7940681 7990002 8389158 8491554 8524467 8547444 8901774 9106884 9221436 9321669 9522828 9749562 9787351 9848142 9906813 9933516 9972018 10209447 10456052 10624698 11365956 11374489 11445138 11489499 11589102 11636574 11856132 12243636 12428892 12583737 13209084 13352661 13576003 13612596 13660326 13832154 14284242 14613372 14624343 14958027 15319332 15684078 15881362 15937047 15980004 16778316 16983108 17048934 17383653 17454861 17803548 18298091 18643338 19499124 19574702 19696284 19813626 19944036 20418894 20748231 21249396 21426363 22748978 22890276 22978998 23178204 23273148 23526117 23822043 25167474 25573401 26705322 27152006 27320652 27664308 27965007 28568484 29248686 29362053 29720439 29916054 30628341 31368156 31762724 31874094 34097868 34123467 34468497 34767306 34909722 36596182 37286676 37751211 39149404 39627252 40057983 40728009 40837788 41496462 42852726 43873029 45497956 45957996 47052234 47644086 47811141 50334948 51146802 52364583 53410644 54304012 54894273 55930014 58497372 58724106 59440878 59832108 60122299 61256682 63748188 68246934 68936994 69534612 69819444 70578351 71466129 73192364 75502422 80115966 81456018 82992924 85705452 87746058 88086159 91885023 94104468 95288172 95622282 102293604 102370401 104729166 109788546 111860028 113253633 117448212 118881756 120244598 122184027 122513364 131619087 136493868 137873988 141156702 142932258 151004844 157093749 160231932 162912036 164682819 175492116 176172318 180366897 183770046 191244564 204740802 209458332 211735053 214398387 219577092 226507266 240489196 244368054 263238174 264258477 282313404 285864516 307111203 314187498 329365638 352344636 360733794 366552081 367540092 409481604 420856093 423470106 428796774 453014532 488736108 494048457 526476348 528516954 541100691 614222406 628374996 643195161 658731276 721467588 733104162 792775431 841712186 846940212 857593548 921333609 988096914 1057033908 1082201382 1099656243 1228444812 1262568279 1286390322 1466208324 1482145371 1585550862 1623302073 1683424372 1842667218 1976193828 2164402764 2199312486 2525136558 2572780644 2964290742 3171101724 3246604146 3685334436 3787704837 4398624972 4869906219 5050273116 5928581484 6493208292 7575409674 9739812438 11363114511 15150819348 19479624876 22726229022 34089343533 45452458044 68178687066 136357374132
• Sum of all divisors σ(n): 469855862784
• Sum of proper divisors (its aliquot sum) s(n): 333498488652
• 136357374132 is an abundant number, because the sum of its proper divisors (333498488652) is greater than itself. Its abundance is 197141114520

Bases of 136357374132

• Binary: 1111110111111100010000110100010110100₂
• Hexadecimal: 0x1FBF8868B4
• Base-36: 1QN3NR90

Squares and roots of 136357374132

• 136357374132 squared (136357374132²) is 18593333480174222753424
• 136357374132 cubed (136357374132³) is 2535338129717158096530943552027968
• The square root of 136357374132 is 369265.9937389307
• The cube root of 136357374132 is 5147.0636999983

Scales and comparisons

• 136,357,374,132 seconds is equal to 4,335 years, 38 weeks, 4 days, 8 hours, 22 minutes, 12 seconds.
• To count from 1 to 136,357,374,132 would take you about eight thousand, six hundred seventy-one 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 136357374132 cubic inches would be around 428.9 feet tall.

Recreational maths with 136357374132

• 136357374132 backwards is 231473753631
• The number of decimal digits it has is: 12
• The sum of 136357374132's digits is 45
• More coming soon!