13386464677950

Names of 13386464677950

• Cardinal: 13386464677950 can be written as Thirteen trillion, three hundred eighty-six billion, four hundred sixty-four million, six hundred seventy-seven thousand, nine hundred fifty.

Scientific notation

• Scientific notation: 1.338646467795 × 10¹³

Factors of 13386464677950

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 755

Divisors of 13386464677950

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 5 6 7 10 13 14 15 21 25 26 30 35 39 42 50 65 70 75 78 91 105 109 130 150 175 182 195 197 210 218 273 325 327 350 390 394 419 455 525 545 546 591 650 654 763 838 910 975 985 1050 1090 1182 1257 1365 1379 1417 1526 1635 1950 1970 2095 2275 2289 2514 2561 2725 2730 2758 2834 2933 2955 3270 3815 4137 4190 4251 4550 4578 4925 5122 5447 5450 5866 5910 6285 6825 6895 7085 7630 7683 8175 8274 8502 8799 9850 9919 10475 10894 11445 11881 12570 12805 13650 13790 14170 14665 14775 15366 16341 16350 17598 17927 19075 19838 20685 20950 21255 21473 22890 23762 25610 27235 29330 29550 29757 31425 32682 34475 35425 35643 35854 38129 38150 38415 41370 42510 42946 43995 45671 49595 53781 54470 57225 59405 59514 62850 64025 64419 68950 70850 71286 73325 76258 76830 81705 82543 83167 87990 89635 91342 99190 103425 106275 107365 107562 114387 114450 118810 128050 128838 136175 137013 146650 148785 150311 154453 163410 165086 166334 178215 179270 190645 192075 206850 212550 214730 219975 228355 228774 247629 247975 249501 268905 272350 274026 279149 297025 297570 300622 308906 319697 322095 356430 381290 384150 408525 412715 415835 439950 448175 450933 456710 463359 495258 495950 499002 536825 537810 558298 571935 577801 593723 594050 639394 644190 685065 743925 751555 772265 817050 825430 831670 837447 891075 896350 901866 926718 953225 959091 1073059 1073650 1081171 1141775 1143870 1155602 1187446 1238145 1247505 1344525 1370130 1395745 1487850 1503110 1544530 1598485 1610475 1674894 1733403 1781169 1782150 1906450 1918182 1954043 2063575 2079175 2146118 2162342 2254665 2283550 2316795 2340557 2476290 2495010 2689050 2791490 2859675 2889005 2968615 3196970 3219177 3220950 3243513 3425325 3466806 3562338 3757775 3861325 3908086 4127150 4156061 4158350 4187235 4509330 4633590 4681114 4795455 4978139 5365295 5405855 5719350 5778010 5862129 5937230 6190725 6237525 6438354 6487026 6850650 6978725 7021671 7511413 7515550 7722650 7992425 8312122 8374470 8667015 8905845 8997187 9590910 9770215 9956278 10730590 10811710 11273325 11583975 11702785 11724258 12381450 12468183 12475050 13957450 14043342 14445025 14843075 14934417 15022826 15984850 16095885 16217565 16383899 17334030 17811690 17994374 19540430 20780305 20936175 22534239 22546650 23167950 23405570 23977275 24890695 24936366 26826475 26991561 27029275 28890050 29310645 29686150 29868834 30427241 32191770 32435130 32767798 34846973 35108355 37557065 41560610 41872350 43335075 44529225 44985935 45068478 47954550 48851075 49151697 49781390 53652950 53983122 54058550 58513925 58621290 60854482 62340915 62980309 64715807 69693946 70216710 74672085 75114130 80479425 81087825 81919495 86670150 89058450 89971870 91281723 97702150 98303394 103901525 104540919 112671195 116963431 117027850 124453475 124681830 125960618 129431614 134957805 146553225 149344170 152136205 160958850 162175650 163838990 174234865 175541775 182563446 187785325 188940927 194147421 207803050 209081838 212990687 224929675 225342390 233926862 245758485 248906950 269915610 293106450 304272410 311704575 314901545 323579035 348469730 350890293 351083550 373360425 375570650 377881854 388294842 409597475 425981374 449859350 453010649 456408615 491516970 522704595 563355975 584817155 623409150 629803090 638972061 647158070 674789025 701780586 746720850 760681025 818744017 819194950 871174325 906021298 912817230 944704635 970737105 980693383 1045409190 1064953435 1126711950 1169634310 1228792425 1277944122 1349578050 1359031947 1521362050 1574507725 1617895175 1637488034 1742348650 1754451465 1889409270 1941474210 1961386766 2129906870 2265053245 2282043075 2456232051 2457584850 2613522975 2718063894 2924085775 2942080149 3149015450 3194860305 3235790350 3508902930 4093720085 4530106490 4564086150 4723523175 4853685525 4903466915 4912464102 5227045950 5324767175 5848171550 5884160298 6389720610 6795159735 6864853681 8187440170 8772257325 9447046350 9707371050 9806933830 10649534350 11325266225 12281160255 12749013979 13590319470 13729707362 14710400745 15974301525 17544514650 20468600425 20594561043 22650532450 24517334575 24562320510 25498027958 29420801490 31948603050 33975798675 34324268405 38247041937 40937200850 41189122086 49034669150 61405801275 63745069895 67951597350 68648536810 73552003725 76494083874 89243097853 102972805215 122811602550 127490139790 147104007450 171621342025 178486195706 191235209685 205945610430 267729293559 318725349475 343242684050 382470419370 446215489265 514864026075 535458587118 637450698950 892430978530 956176048425 1029728052150 1338646467795 1912352096850 2231077446325 2677292935590 4462154892650 6693232338975 13386464677950
• Sum of all divisors σ(n): 41546155875840
• Sum of proper divisors (its aliquot sum) s(n): 28159691197890
• 13386464677950 is an abundant number, because the sum of its proper divisors (28159691197890) is greater than itself. Its abundance is 14773226519940

Bases of 13386464677950

• Binary: 11000010110011000111011110001101000000111110₂
• Hexadecimal: 0xC2CC778D03E
• Base-36: 4QTNNFVI6

Squares and roots of 13386464677950

• 13386464677950 squared (13386464677950²) is 179197436574002997216202500
• 13386464677950 cubed (13386464677950³) is 2398820155077076583472126945684484875000
• The square root of 13386464677950 is 3658751.7923398411
• The cube root of 13386464677950 is 23744.0773725635

Scales and comparisons

• 13,386,464,677,950 seconds is equal to 425,648 years, 8 weeks, 5 days, 18 hours, 32 minutes, 30 seconds.
• To count from 1 to 13,386,464,677,950 would take you about one million, sixty-four thousand, one hundred twenty 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 13386464677950 cubic inches would be around 1978.7 feet tall.

Recreational maths with 13386464677950

• 13386464677950 backwards is 05977646468331
• The number of decimal digits it has is: 14
• The sum of 13386464677950's digits is 69
• More coming soon!