13536049168640

Names of 13536049168640

• Cardinal: 13536049168640 can be written as Thirteen trillion, five hundred thirty-six billion, forty-nine million, one hundred sixty-eight thousand, six hundred forty.

Scientific notation

• Scientific notation: 1.353604916864 × 10¹³

Factors of 13536049168640

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 1364

Divisors of 13536049168640

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 4 5 8 10 16 20 29 32 37 40 58 64 71 74 80 116 127 128 142 145 148 160 185 232 254 256 284 290 296 320 355 370 464 508 568 580 592 635 640 710 740 928 1016 1073 1093 1136 1160 1184 1270 1280 1420 1480 1856 2032 2059 2146 2186 2272 2320 2368 2540 2627 2840 2960 3683 3712 4064 4118 4292 4372 4544 4640 4699 4736 5080 5254 5365 5465 5680 5920 7366 7424 8128 8236 8584 8744 9017 9088 9280 9398 9472 10160 10295 10508 10730 10930 11360 11840 13135 14732 16256 16472 17168 17488 18034 18176 18415 18560 18796 20320 20590 21016 21460 21860 22720 23495 23680 26270 29464 31697 32512 32944 34336 34976 36068 36830 37120 37592 40441 40640 41180 42032 42920 43720 45085 45440 46990 47360 52540 58928 63394 65888 68672 69952 72136 73660 75184 76183 77603 80882 81280 82360 84064 85840 87440 90170 90880 93980 105080 117856 126788 131776 136271 137344 138811 139904 144272 147320 150368 152366 155206 158485 161764 162560 164720 168128 171680 174880 180340 187960 202205 210160 235712 253576 261493 263552 272542 274688 277622 279808 288544 294640 300736 304732 310412 316970 323528 329440 333629 336256 343360 349760 360680 375920 380915 388015 404410 420320 471424 507152 522986 527104 545084 555244 577088 589280 601472 609464 620824 633940 647056 658880 667258 672512 681355 686720 694055 699520 721360 751840 761830 776030 808820 840640 942848 1014304 1045972 1090168 1110488 1154176 1172789 1178560 1202944 1218928 1241648 1267880 1294112 1307465 1317760 1334516 1362710 1373440 1388110 1399040 1442720 1503680 1523660 1552060 1617640 1668145 1681280 2028608 2091944 2180336 2220976 2250487 2308352 2345578 2357120 2437856 2483296 2535760 2588224 2614930 2635520 2669032 2725420 2776220 2871311 2885440 3007360 3047320 3104120 3235280 3336290 3362560 4025519 4057216 4183888 4360672 4441952 4500974 4691156 4714240 4875712 4966592 5071520 5136007 5176448 5229860 5338064 5450840 5552440 5742622 5770880 5863945 6014720 6094640 6208240 6470560 6672580 8051038 8114432 8367776 8721344 8883904 9001948 9382312 9675241 9751424 9855581 9933184 10143040 10272014 10352896 10459720 10676128 10901680 11104880 11252435 11485244 11541760 11727890 12189280 12416480 12941120 13345160 14356555 16102076 16735552 17442688 17767808 18003896 18764624 19350482 19502848 19711162 19866368 20127595 20286080 20544028 20919440 21352256 21803360 22209760 22504870 22970488 23455780 24378560 24832960 25680035 25882240 26690320 28713110 32204152 33471104 34885376 35535616 36007792 37529248 38700964 39422324 40255190 40572160 41088056 41838880 42704512 43606720 44419520 45009740 45940976 46911560 48376205 48757120 49277905 49665920 51360070 51764480 53380640 57426220 64408304 66942208 72015584 75058496 77401928 78844648 80510380 82176112 83268019 83677760 85409024 87213440 88839040 90019480 91881952 93823120 96752410 97514240 98555810 99331840 102720140 106761280 114852440 128816608 144031168 148944203 150116992 154803856 157689296 161020760 164352224 166536038 167355520 174426880 177678080 180038960 183763904 187646240 193504820 197111620 205440280 213522560 229704880 257633216 285811849 288062336 297888406 300233984 309607712 315378592 322041520 328704448 333072076 334711040 360077920 364656497 367527808 375292480 387009640 394223240 410880560 416340095 427045120 459409760 515266432 571623698 576124672 595776812 619215424 630757184 644083040 657408896 666144152 720155840 729312994 735055616 744721015 750584960 774019280 788446480 821761120 832680190 918819520 1030532864 1143247396 1191553624 1238430848 1261514368 1288166080 1314817792 1332288304 1429059245 1440311680 1458625988 1489442030 1501169920 1548038560 1576892960 1643522240 1665360380 1823282485 1837639040 2286494792 2383107248 2476861696 2523028736 2576332160 2664576608 2858118490 2880623360 2917251976 2978884060 3096077120 3153785920 3287044480 3330720760 3646564970 3675278080 4572989584 4766214496 5152664320 5329153216 5716236980 5834503952 5957768120 6192154240 6307571840 6574088960 6661441520 7293129940 9145979168 9532428992 10575038413 10658306432 11432473960 11669007904 11915536240 12384308480 12615143680 13322883040 14586259880 18291958336 19064857984 21150076826 21316612864 22864947920 23338015808 23831072480 26645766080 29172519760 36583916672 38129715968 42300153652 45729895840 46676031616 47662144960 52875192065 53291532160 58345039520 73167833344 84600307304 91459791680 93352063232 95324289920 105750384130 106583064320 116690079040 169200614608 182919583360 190648579840 211500768260 233380158080 338401229216 365839166720 423001536520 466760316160 676802458432 846003073040 1353604916864 1692006146080 2707209833728 3384012292160 6768024584320 13536049168640
• Sum of all divisors σ(n): 35240072232960
• Sum of proper divisors (its aliquot sum) s(n): 21704023064320
• 13536049168640 is an abundant number, because the sum of its proper divisors (21704023064320) is greater than itself. Its abundance is 8167973895680

Bases of 13536049168640

• Binary: 11000100111110011011011001110000000100000000₂
• Hexadecimal: 0xC4F9B670100
• Base-36: 4SQDI6N7K

Squares and roots of 13536049168640

• 13536049168640 squared (13536049168640²) is 183224627095839635159449600
• 13536049168640 cubed (13536049168640³) is 2480137561275014111102828671919980544000
• The square root of 13536049168640 is 3679137.0141162179
• The cube root of 13536049168640 is 23832.1911972883

Scales and comparisons

• 13,536,049,168,640 seconds is equal to 430,404 years, 25 weeks, 4 days, 17 hours, 57 minutes, 20 seconds.
• To count from 1 to 13,536,049,168,640 would take you about one million, seventy-six thousand and eleven 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 13536049168640 cubic inches would be around 1986 feet tall.

Recreational maths with 13536049168640

• 13536049168640 backwards is 04686194063531
• The number of decimal digits it has is: 14
• The sum of 13536049168640's digits is 56
• More coming soon!