135836971396720

Names of 135836971396720

• Cardinal: 135836971396720 can be written as One hundred thirty-five trillion, eight hundred thirty-six billion, nine hundred seventy-one million, three hundred ninety-six thousand, seven hundred twenty.

Scientific notation

• Scientific notation: 1.3583697139672 × 10¹⁴

Factors of 135836971396720

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 226

Divisors of 135836971396720

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 4 5 8 10 11 16 17 20 22 34 40 44 55 68 80 85 88 110 121 136 170 176 187 191 220 242 272 289 340 374 382 440 484 578 605 680 748 764 880 935 955 968 1156 1210 1331 1360 1445 1496 1528 1870 1910 1936 2057 2101 2312 2420 2662 2890 2992 3056 3179 3247 3740 3820 4114 4202 4624 4840 5324 5780 6358 6494 6655 7480 7640 8228 8404 9680 10285 10505 10648 11560 12716 12988 13310 14641 14960 15280 15895 16235 16456 16808 20570 21010 21296 22627 23111 23120 25432 25976 26620 29282 31790 32470 32912 33616 34969 35717 36481 41140 42020 45254 46222 50864 51952 53240 55199 58564 63580 64940 69938 71434 72962 73205 82280 84040 90508 92444 106480 110398 113135 115555 117128 127160 129880 139876 142868 145924 146410 161051 164560 168080 174845 178585 181016 182405 184888 220796 226270 231110 234256 248897 254221 254320 259760 275995 279752 285736 291848 292820 322102 349690 357170 362032 364810 369776 384659 392887 401291 441592 452540 462220 497794 508442 551990 559504 571472 583696 585640 607189 620177 644204 699380 714340 729620 769318 785774 802582 805255 883184 905080 924440 995588 1016884 1103980 1171280 1214378 1240354 1244485 1271105 1288408 1398760 1428680 1459240 1538636 1571548 1605164 1610510 1810160 1848880 1923295 1964435 1991176 2006455 2033768 2207960 2428756 2480708 2488970 2542210 2576816 2737867 2796431 2797520 2857360 2918480 3035945 3077272 3100885 3143096 3210328 3221020 3846590 3928870 3982352 4012910 4067536 4231249 4321757 4414201 4415920 4857512 4961416 4977940 5084420 5475734 5592862 6071890 6154544 6201770 6286192 6420656 6442040 6679079 6821947 7693180 7857740 8025820 8462498 8643514 8828402 9715024 9922832 9955880 10168840 10543009 10951468 11185724 12143780 12403540 12884080 13358158 13643894 13689335 13982155 15386360 15715480 16051640 16924996 17287028 17656804 19911760 20337680 21086018 21156245 21608785 21902936 22071005 22371448 24287560 24807080 26716316 27287788 27378670 27964310 30760741 30772720 31430960 32103280 33395395 33849992 34109735 34574056 35313608 42172036 42312490 43217570 43805872 44142010 44742896 46543739 47539327 48556211 48575120 49614160 52715045 53432632 54575576 54757340 55928620 61521482 66790790 67699984 68219470 69148112 70627216 73469869 75041417 84344072 84624980 86435140 88284020 93087478 95078654 97112422 105430090 106865264 109151152 109514680 111857240 115973099 123042964 133581580 136438940 146939738 150082834 153803705 168688144 169249960 172870280 176568040 186174956 190157308 194224844 210860180 219029360 223714480 231946198 232718695 237696635 242781055 246085928 267163160 272877880 293879476 300165668 307607410 338499920 345740560 353136080 367349345 372349912 375207085 380314616 388449688 421720360 463892396 465437390 475393270 485562110 492171856 522932597 534118321 534326320 545755760 579865495 587758952 600331336 615214820 734698690 744699824 750414170 760629232 776899376 808168559 825455587 843440720 927784792 930874780 950786540 971124220 1045865194 1068236642 1159730990 1175517904 1200662672 1230429640 1275704089 1469397380 1500828340 1616337118 1650911174 1855569584 1861749560 1901573080 1942248440 2091730388 2136473284 2319461980 2460859280 2551408178 2614662985 2670591605 2938794760 3001656680 3232674236 3301822348 3723499120 3803146160 3884496880 4040842795 4127277935 4183460776 4272946568 4638923960 5102816356 5229325970 5341183210 5875301531 5877589520 6003313360 6378520445 6465348472 6603644696 8081685590 8254555870 8366921552 8545893136 8889854149 9080011457 9277847920 10205632712 10458651940 10682366420 11750603062 12757040890 12930696944 13207289392 14032744979 16163371180 16509111740 17779708298 18160022914 20411265424 20917303880 21364732840 23501206124 25514081780 28065489958 29376507655 32326742360 33018223480 35559416596 36320045828 41834607760 42729465680 44449270745 45400057285 47002412248 51028163560 56130979916 58753015310 64653484720 66036446960 70163724895 71118833192 72640091656 88898541490 90800114570 94004824496 99880126027 102056327120 112261959832 117506030620 140327449790 142237666384 145280183312 154360194769 177797082980 181600229140 199760252054 224523919664 235012061240 280654899580 308720389538 355594165960 363200458280 399520504108 470024122480 499400630135 561309799160 617440779076 711188331920 726400916560 771800973845 799041008216 998801260270 1122619598320 1234881558152 1543601947690 1598082016432 1697962142459 1997602520540 2469763116304 3087203895380 3395924284918 3995205041080 6174407790760 6791848569836 7990410082160 8489810712295 12348815581520 13583697139672 16979621424590 27167394279344 33959242849180 67918485698360 135836971396720
• Sum of all divisors σ(n): 370982671198776
• Sum of proper divisors (its aliquot sum) s(n): 235145699802056
• 135836971396720 is an abundant number, because the sum of its proper divisors (235145699802056) is greater than itself. Its abundance is 99308728405336

Bases of 135836971396720

• Binary: 11110111000101100000010011011010110111001110000₂
• Hexadecimal: 0x7B8B026D6E70
• Base-36: 1C5EN5K9KG

Squares and roots of 135836971396720

• 135836971396720 squared (135836971396720²) is 18451682798233327427626758400
• 135836971396720 cubed (135836971396720³) is 2506420708484970948735166236692893992448000
• The square root of 135836971396720 is 11654911.8999982149
• The cube root of 135836971396720 is 51405.0749475331

Scales and comparisons

• 135,836,971,396,720 seconds is equal to 4,319,195 years, 26 weeks, 6 days, 22 hours, 38 minutes, 40 seconds.
• To count from 1 to 135,836,971,396,720 would take you about ten million, seven hundred ninety-seven thousand, nine hundred eighty-eight 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 135836971396720 cubic inches would be around 4283.8 feet tall.

Recreational maths with 135836971396720

• 135836971396720 backwards is 027693179638531
• The number of decimal digits it has is: 15
• The sum of 135836971396720's digits is 70
• More coming soon!