134691824326400

Names of 134691824326400

• Cardinal: 134691824326400 can be written as One hundred thirty-four trillion, six hundred ninety-one billion, eight hundred twenty-four million, three hundred twenty-six thousand, four hundred.

Scientific notation

• Scientific notation: 1.346918243264 × 10¹⁴

Factors of 134691824326400

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 15
• Sum of prime factors: 1245

Divisors of 134691824326400

• Number of divisors d(n): 648
• Complete list of divisors:
  1 2 4 5 8 10 11 16 19 20 22 25 32 38 40 44 50 55 64 76 79 80 88 95 100 110 128 152 158 160 176 190 200 209 220 256 275 304 316 320 352 380 395 400 418 440 475 550 608 632 640 704 760 790 800 836 869 880 950 1045 1100 1129 1216 1264 1280 1408 1501 1520 1580 1600 1672 1738 1760 1900 1975 2090 2200 2258 2432 2528 2816 3002 3040 3160 3200 3344 3476 3520 3800 3950 4180 4345 4400 4516 4864 5056 5225 5645 6004 6080 6320 6400 6688 6952 7040 7505 7600 7900 8360 8690 8800 9032 10112 10450 11290 12008 12160 12419 12640 13376 13904 14080 15010 15200 15800 16511 16720 17380 17600 18064 20224 20900 21451 21725 22580 24016 24320 24838 25280 26752 27808 28225 30020 30400 31600 33022 33440 34760 35200 36128 37525 41800 42902 43450 45160 48032 49676 50560 53504 55616 56450 60040 60800 62095 63200 66044 66880 69520 70400 72256 75050 82555 83600 85804 86900 89191 90320 96064 99352 101120 107255 111232 112900 120080 121600 124190 126400 132088 133760 139040 144512 150100 165110 167200 171608 173800 178382 180640 192128 198704 214510 222464 225800 235961 240160 248380 252800 264176 267520 278080 289024 300200 310475 330220 334400 343216 347600 356764 361280 384256 397408 412775 429020 445955 451600 471922 480320 496760 505600 528352 536275 556160 600400 620950 660440 668800 686432 695200 713528 722560 794816 825550 858040 891910 903200 943844 960640 981101 993520 1056704 1072550 1112320 1179805 1200800 1241900 1274641 1320880 1337600 1372864 1390400 1427056 1445120 1589632 1651100 1694629 1716080 1783820 1806400 1887688 1921280 1962202 1987040 2113408 2145100 2229775 2359610 2401600 2483800 2549282 2641760 2745728 2780800 2854112 3179264 3302200 3389258 3432160 3567640 3612800 3775376 3924404 3974080 4226816 4290200 4459550 4719220 4803200 4905505 4967600 5098564 5283520 5491456 5561600 5708224 5899025 6373205 6604400 6778516 6864320 7135280 7225600 7550752 7848808 7948160 8473145 8580400 8919100 9438440 9606400 9811010 9935200 10197128 10567040 11416448 11798050 12746410 13208800 13557032 13728640 14021051 14270560 15101504 15697616 15896320 16946290 17160800 17838200 18640919 18876880 19622020 19870400 20394256 21134080 22832896 23596100 24218179 24527525 25492820 26417600 27114064 27457280 28042102 28541120 30203008 31395232 31866025 33892580 34321600 35676400 37281838 37753760 39244040 39740800 40788512 42365725 47192200 48436358 49055050 50985640 52835200 54228128 56084204 57082240 60406016 62790464 63732050 67785160 68643200 70105255 71352800 74563676 75507520 78488080 79481600 81577024 84731450 93204595 94384400 96872716 98110100 100696639 101971280 105670400 108456256 112168408 114164480 121090895 125580928 127464100 135570320 137286400 140210510 142705600 149127352 151015040 156976160 163154048 169462900 186409190 188768800 193745432 196220200 201393278 203942560 216912512 224336816 242181790 251161856 254928200 266399969 271140640 280421020 285411200 298254704 302030080 313952320 326308096 338925800 350526275 372818380 377537600 387490864 392440400 402786556 407885120 433825024 448673632 466022975 484363580 503483195 509856400 532799938 542281280 560842040 570822400 596509408 605454475 627904640 677851600 701052550 745636760 755075200 774981728 784880800 805573112 815770240 897347264 932045950 968727160 1006966390 1019712800 1065599876 1084562560 1107663029 1121684080 1193018816 1210908950 1255809280 1331999845 1355703200 1402105100 1491273520 1510150400 1549963456 1569761600 1611146224 1631540480 1794694528 1864091900 1913236141 1937454320 2013932780 2039425600 2131199752 2169125120 2215326058 2243368160 2386037632 2421817900 2517415975 2663999690 2711406400 2804210200 2982547040 3099926912 3139523200 3222292448 3589389056 3728183800 3826472282 3874908640 4027865560 4078851200 4262399504 4430652116 4486736320 4772075264 4843635800 5034831950 5327999380 5422812800 5538315145 5608420400 5965094080 6199853824 6279046400 6444584896 6659999225 7456367600 7652944564 7749817280 8055731120 8157702400 8524799008 8861304232 8973472640 9566180705 9687271600 10069663900 10655998760 10845625600 11076630290 11216840800 11930188160 12889169792 13319998450 14912735200 15305889128 15499634560 16111462240 17049598016 17722608464 17946945280 19132361410 19374543200 20139327800 21045597551 21311997520 22153260580 22433681600 23860376320 25778339584 26639996900 27691575725 29825470400 30611778256 30999269120 32222924480 34099196032 35445216928 38264722820 38749086400 40278655600 42091195102 42623995040 44306521160 44867363200 47830903525 53279993800 55383151450 59650940800 61223556512 64445848960 68198392064 70890433856 76529445640 77498172800 80557311200 84182390204 85247990080 88613042320 89734726400 95661807050 105227987755 106559987600 110766302900 119301881600 122447113024 128891697920 141780867712 153058891280 154996345600 161114622400 168364780408 170495980160 177226084640 191323614100 210455975510 213119975200 221532605800 244894226048 283561735424 306117782560 322229244800 336729560816 340991960320 354452169280 382647228200 420911951020 426239950400 443065211600 489788452096 526139938775 612235565120 644458489600 673459121632 708904338560 765294456400 841823902040 852479900800 886130423200 1052279877550 1224471130240 1346918243264 1417808677120 1530588912800 1683647804080 1704959801600 1772260846400 2104559755100 2448942260480 2693836486528 3061177825600 3367295608160 3544521692800 4209119510200 5387672973056 6122355651200 6734591216320 7089043385600 8418239020400 12244711302400 13469182432640 16836478040800 26938364865280 33672956081600 67345912163200 134691824326400
• Sum of all divisors σ(n): 388022177491200
• Sum of proper divisors (its aliquot sum) s(n): 253330353164800
• 134691824326400 is an abundant number, because the sum of its proper divisors (253330353164800) is greater than itself. Its abundance is 118638528838400

Bases of 134691824326400

• Binary: 11110101000000001100010010101111101011100000000₂
• Hexadecimal: 0x7A806257D700
• Base-36: 1BQSKIKB28

Squares and roots of 134691824326400

• 134691824326400 squared (134691824326400²) is 18141887540373798813736960000
• 134691824326400 cubed (134691824326400³) is 2443563929537332697209275331418783744000000
• The square root of 134691824326400 is 11605680.6920748943
• The cube root of 134691824326400 is 51260.2136235005

Scales and comparisons

• 134,691,824,326,400 seconds is equal to 4,282,783 years, 19 weeks, 6 days, 22 hours, 13 minutes, 20 seconds.
• To count from 1 to 134,691,824,326,400 would take you about ten million, seven hundred six thousand, nine hundred fifty-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 134691824326400 cubic inches would be around 4271.7 feet tall.

Recreational maths with 134691824326400

• 134691824326400 backwards is 004623428196431
• The number of decimal digits it has is: 15
• The sum of 134691824326400's digits is 53
• More coming soon!