136206976631440

Names of 136206976631440

• Cardinal: 136206976631440 can be written as One hundred thirty-six trillion, two hundred six billion, nine hundred seventy-six million, six hundred thirty-one thousand, four hundred forty.

Scientific notation

• Scientific notation: 1.3620697663144 × 10¹⁴

Factors of 136206976631440

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 4285

Divisors of 136206976631440

• Number of divisors d(n): 640
• Complete list of divisors:
  1 2 4 5 8 10 11 13 16 19 20 22 26 38 40 44 52 55 65 76 80 88 95 104 110 130 143 152 176 190 208 209 220 247 257 260 286 304 380 418 440 494 514 520 572 715 757 760 836 880 988 1028 1040 1045 1144 1235 1285 1430 1514 1520 1672 1976 2056 2090 2288 2470 2570 2717 2827 2860 3028 3221 3341 3344 3785 3952 4112 4180 4883 4940 5140 5434 5654 5720 6056 6442 6682 7570 8327 8360 9766 9841 9880 10280 10868 11308 11440 12112 12884 13364 13585 14135 14383 15140 16105 16654 16705 16720 19532 19682 19760 20560 21736 22616 24415 25768 26728 27170 28270 28766 30280 32210 33308 33410 35431 36751 39064 39364 41635 41873 43472 45232 48830 49205 51536 53456 53713 54340 56540 57532 60560 61199 63479 64420 66616 66820 70862 71915 73502 78128 78728 83270 83746 97660 98410 107426 108251 108680 113080 115064 122398 126958 128840 133232 133640 141724 143830 147004 157456 158213 166540 167492 177155 183755 186979 194549 195320 196820 209365 214852 216502 217360 226160 230128 244796 253916 257680 267280 268565 283448 287660 294008 305995 316426 317395 333080 334984 354310 367510 373958 389098 390640 393640 418730 429704 433004 460603 489592 507832 537130 541255 566896 575320 588016 611990 632852 634790 666160 669968 673189 698269 708620 735020 747916 778196 787280 791065 795587 827797 837460 859408 866008 921206 934895 972745 979184 1015664 1074260 1082510 1150640 1223980 1265704 1269580 1346378 1396538 1417240 1470040 1495832 1556392 1582130 1591174 1655594 1674920 1732016 1842412 1869790 1945490 2056769 2140039 2148520 2165020 2303015 2438297 2447960 2529137 2531408 2539160 2692756 2793076 2834480 2940080 2991664 3112784 3164260 3182348 3311188 3349840 3365945 3491345 3684824 3696431 3739580 3890980 3977935 4113538 4138985 4280078 4297040 4330040 4606030 4876594 4895920 5058274 5078320 5385512 5586152 6328520 6364696 6622376 6731890 6982690 7369648 7392862 7479160 7781960 7955870 8227076 8277970 8560156 8660080 8751457 9105767 9212060 9753188 10116548 10283845 10700195 10761361 10771024 11172304 12191485 12645685 12657040 12729392 13244752 13463780 13965380 14785724 14958320 15563920 15728143 15911740 16454152 16555940 17120312 17502914 18211534 18424120 18482155 19506376 20233096 20567690 21400390 21522722 24382970 25291370 26821267 26927560 27820507 27930760 29571448 31456286 31697861 31823480 32908304 33111880 34240624 35005828 36423068 36848240 36964310 39012752 40466192 40660741 41135380 42800780 43045444 43757285 45528835 46327643 48053603 48765940 50582740 53642534 53806805 53855120 55641014 55861520 59142896 62912572 63395722 63646960 66223760 70011656 72846136 73928620 78640715 81321482 82270760 85601560 86090888 87514570 91057670 92655286 96107206 97531880 101165480 107285068 107613610 111282028 118374971 125825144 126791444 134106335 139102535 140023312 145692272 147857240 157281430 158489305 162642964 164541520 171203120 172181776 173009573 175029140 182115340 185310572 192214412 195063760 202330960 203303705 204465859 214570136 215227220 222564056 231638215 236749942 240268015 251650288 253582888 268212670 278205070 295714480 314562860 316978610 325285928 346019146 348676471 350058280 364230680 370621144 384428824 406607410 408931718 429140272 430454440 445128112 463276430 473499884 480536030 507165776 509604073 528589633 536425340 556410140 591874855 602259359 626642329 629125720 633957220 650571856 692038292 697352942 700116560 728461360 741242288 768857648 813214820 817863436 860908880 865047865 926552860 946999768 961072060 1019208146 1022329295 1057179266 1072850680 1112820280 1183749710 1204518718 1253284658 1258251440 1267914440 1384076584 1394705884 1626429640 1635726872 1730095730 1743382355 1853105720 1893999536 1922144120 2038416292 2044658590 2114358532 2145701360 2225640560 2249124449 2367499420 2409037436 2506569316 2535828880 2548020365 2642948165 2768153168 2789411768 3011296795 3133211645 3252859280 3271453744 3460191460 3486764710 3706211440 3844288240 4076832584 4089317180 4228717064 4498248898 4734998840 4818074872 5013138632 5096040730 5285896330 5578823536 6022593590 6266423290 6624852949 6893065619 6920382920 6973529420 8146350277 8153665168 8178634360 8457434128 8996497796 9469997680 9636149744 10026277264 10192081460 10571792660 11245622245 11906204251 12045187180 12532846580 13249705898 13786131238 13840765840 13947058840 16292700554 16357268720 17992995592 20384162920 21143585320 22491244490 23812408502 24090374360 25065693160 26499411796 27572262476 27894117680 32585401108 33124264745 34465328095 35985991184 40731751385 40768325840 42287170640 44982488980 47624817004 48180748720 50131386320 52998823592 55144524952 59531021255 65170802216 66248529490 68930656190 81463502770 89609853047 89964977960 95249634008 105997647184 110289049904 119062042510 130341604432 130968246761 132497058980 137861312380 154780655263 162927005540 179219706094 179929955920 190499268016 238124085020 261936493522 264994117960 275722624760 309561310526 325854011080 358439412188 448049265235 476248170040 523872987044 529988235920 551445249520 619122621052 651708022160 654841233805 716878824376 773903276315 896098530470 952496340080 1047745974088 1238245242104 1309682467610 1433757648752 1547806552630 1702587207893 1792197060940 2095491948176 2476490484208 2619364935220 3095613105260 3405174415786 3584394121880 5238729870440 6191226210520 6810348831572 7168788243760 8512936039465 10477459740880 12382452421040 13620697663144 17025872078930 27241395326288 34051744157860 68103488315720 136206976631440
• Sum of all divisors σ(n): 393791800711680
• Sum of proper divisors (its aliquot sum) s(n): 257584824080240
• 136206976631440 is an abundant number, because the sum of its proper divisors (257584824080240) is greater than itself. Its abundance is 121377847448800

Bases of 136206976631440

• Binary: 11110111110000100101000011101010100001010010000₂
• Hexadecimal: 0x7BE128754290
• Base-36: 1CA4MD4JV4

Squares and roots of 136206976631440

• 136206976631440 squared (136206976631440²) is 18552340483077642249596473600
• 136206976631440 cubed (136206976631440³) is 2526958206637074698661919311405030889984000
• The square root of 136206976631440 is 11670774.4657944615
• The cube root of 136206976631440 is 51451.7065901173

Scales and comparisons

• 136,206,976,631,440 seconds is equal to 4,330,960 years, 28 weeks, 22 hours, 30 minutes, 40 seconds.
• To count from 1 to 136,206,976,631,440 would take you about ten million, eight hundred twenty-seven thousand, four hundred 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 136206976631440 cubic inches would be around 4287.6 feet tall.

Recreational maths with 136206976631440

• 136206976631440 backwards is 044136679602631
• The number of decimal digits it has is: 15
• The sum of 136206976631440's digits is 58
• More coming soon!