13745688015300

Names of 13745688015300

• Cardinal: 13745688015300 can be written as Thirteen trillion, seven hundred forty-five billion, six hundred eighty-eight million, fifteen thousand, three hundred.

Scientific notation

• Scientific notation: 1.37456880153 × 10¹³

Factors of 13745688015300

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 1209

Divisors of 13745688015300

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 5 6 10 12 15 20 25 30 41 50 60 73 75 82 100 123 127 146 149 150 164 205 219 246 254 292 298 300 365 381 410 438 447 492 508 596 615 635 730 745 762 809 820 876 894 1025 1095 1230 1270 1460 1490 1524 1618 1788 1825 1905 2050 2190 2235 2427 2460 2540 2980 2993 3075 3175 3236 3650 3725 3810 4045 4100 4380 4470 4854 5207 5475 5986 6109 6150 6350 7300 7450 7620 8090 8940 8979 9271 9525 9708 10414 10877 10950 11175 11972 12135 12218 12300 12700 14900 14965 15621 16180 17958 18327 18542 18923 19050 20225 20828 21754 21900 22350 24270 24436 26035 27813 29930 30545 31242 32631 33169 35916 36654 37084 37846 38100 40450 43508 44700 44895 46355 48540 52070 54385 55626 56769 59057 59860 60675 61090 62484 65262 66338 73308 74825 75692 78105 80900 89790 91635 92710 94615 99507 102743 104140 108770 111252 113538 118114 120541 121350 122180 130175 130524 132676 139065 149650 152725 156210 163155 165845 177171 179580 183270 185420 189230 199014 205486 217540 224475 227076 231775 236228 241082 242700 260350 271925 278130 283845 295285 299300 305450 308229 312420 326310 331690 354342 361623 366540 378460 380111 390525 398028 410972 445957 448950 458175 463550 473075 482164 497535 513715 520700 543850 556260 567690 590570 602705 610900 616458 652620 663380 695325 708684 723246 760222 775843 781050 815775 829225 885855 891914 897900 916350 927100 946150 995070 1027430 1087700 1135380 1140333 1181140 1205410 1232916 1337871 1381379 1390650 1419225 1446492 1476425 1520444 1541145 1551686 1562100 1631550 1658450 1771710 1783828 1808115 1832700 1892300 1900555 1990140 2054860 2229785 2280666 2327529 2410820 2421337 2487675 2568575 2675742 2762758 2781300 2838450 2952850 3013525 3082290 3103372 3263100 3316900 3543420 3616230 3801110 3879215 4144137 4212463 4429275 4459570 4561332 4655058 4842674 4942181 4975350 5137150 5351484 5525516 5676900 5701665 5905700 6027050 6164580 6689355 6906895 7232460 7264011 7500239 7602220 7705725 7758430 8288274 8424926 8799493 8858550 8919140 9040575 9310116 9502775 9685348 9884362 9950700 10274300 11148925 11403330 11637645 12054100 12106685 12637389 13378710 13813790 14528022 14826543 15000478 15308707 15411450 15516860 16576548 16849852 17598986 17717100 18081150 19005550 19396075 19768724 20720685 21062315 22297850 22500717 22806660 23275290 24213370 24710905 25274778 26398479 26757420 27627580 28508325 29056044 29653086 30000956 30617414 30822900 33446775 34534475 35197972 36162300 36320055 37501195 38011100 38792150 41441370 42124630 43997465 44595700 45001434 45926121 46550580 48426740 49421810 50549556 52796958 56636539 57016650 58188225 59306172 60533425 61234828 63186945 66893550 69068950 72640110 74132715 75002390 76543535 77584300 82882740 84249260 87994930 90002868 91852242 98843620 103603425 105311575 105593916 112503585 113273078 114033300 116376450 121066850 123554525 126373890 131992395 133787100 138137900 145280220 148265430 150004780 153087070 169909617 175989860 181600275 183704484 187505975 207206850 210623150 219987325 225007170 226546156 229630605 232752900 242133700 247109050 252747780 263984790 283182695 296530860 306174140 307509799 315934725 339819234 360779213 363200550 370663575 375011950 382717675 414413700 421246300 439974650 450014340 459261210 494218100 527969580 562517925 566365390 615019598 627656987 631869450 659961975 679638468 721558426 726401100 741327150 750023900 765435350 849548085 879949300 918522420 922529397 1082337639 1117535611 1125035850 1132730780 1148153025 1230039196 1255313974 1263738900 1319923950 1415913475 1443116852 1482654300 1530870700 1537548995 1699096170 1803896065 1845058794 1882970961 2164675278 2235071222 2250071700 2296306050 2510627948 2639847900 2831826950 3075097990 3138284935 3352606833 3398192340 3607792130 3690117588 3765941922 4247740425 4329350556 4470142444 4592612100 4612646985 5411688195 5587678055 5663653900 6150195980 6276569870 6705213666 7215584260 7531883844 7687744975 8495480850 9019480325 9225293970 9414854805 10823376390 11175356110 12553139740 13410427332 15375489950 15691424675 16763034165 16990961700 18038960650 18450587940 18829709610 21646752780 22350712220 23063234925 27058440975 27938390275 30750979900 31382849350 33526068330 36077921300 37659419220 45818960051 46126469850 47074274025 54116881950 55876780550 62765698700 67052136660 83815170825 91637920102 92252939700 94148548050 108233763900 111753561100 137456880153 167630341650 183275840204 188297096100 229094800255 274913760306 335260683300 458189600510 549827520612 687284400765 916379201020 1145474001275 1374568801530 2290948002550 2749137603060 3436422003825 4581896005100 6872844007650 13745688015300
• Sum of all divisors σ(n): 41955314688000
• Sum of proper divisors (its aliquot sum) s(n): 28209626672700
• 13745688015300 is an abundant number, because the sum of its proper divisors (28209626672700) is greater than itself. Its abundance is 14463938657400

Bases of 13745688015300

• Binary: 11001000000001101010110110011111000111000100₂
• Hexadecimal: 0xC806AD9F1C4
• Base-36: 4VEOJQOJO

Squares and roots of 13745688015300

• 13745688015300 squared (13745688015300²) is 188943939013962053034090000
• 13745688015300 cubed (13745688015300³) is 2597164438067792291759673915341577000000
• The square root of 13745688015300 is 3707517.7700585603
• The cube root of 13745688015300 is 23954.5947169263

Scales and comparisons

• 13,745,688,015,300 seconds is equal to 437,070 years, 18 weeks, 5 days, 6 hours, 55 minutes.
• To count from 1 to 13,745,688,015,300 would take you about one million, ninety-two thousand, six hundred seventy-five 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 13745688015300 cubic inches would be around 1996.2 feet tall.

Recreational maths with 13745688015300

• 13745688015300 backwards is 00351088654731
• The number of decimal digits it has is: 14
• The sum of 13745688015300's digits is 51
• More coming soon!