134729636369130

Names of 134729636369130

• Cardinal: 134729636369130 can be written as One hundred thirty-four trillion, seven hundred twenty-nine billion, six hundred thirty-six million, three hundred sixty-nine thousand, one hundred thirty.

Scientific notation

• Scientific notation: 1.3472963636913 × 10¹⁴

Factors of 134729636369130

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 159

Divisors of 134729636369130

• Number of divisors d(n): 1728
• Complete list of divisors:
  1 2 3 5 6 9 10 11 15 18 22 27 29 30 31 33 37 41 45 54 55 58 62 66 74 82 87 90 93 99 110 111 123 135 145 155 165 174 185 186 198 205 222 246 261 270 279 290 297 310 319 330 333 341 369 370 407 410 435 451 465 495 522 555 558 594 615 638 666 682 738 783 814 837 841 870 899 902 930 957 961 990 999 1023 1073 1107 1110 1147 1189 1221 1230 1271 1305 1353 1369 1395 1485 1517 1566 1595 1665 1674 1682 1705 1798 1845 1914 1922 1998 2035 2046 2146 2214 2255 2294 2378 2442 2523 2542 2610 2697 2706 2738 2790 2871 2883 2970 3034 3069 3190 3219 3330 3410 3441 3567 3663 3690 3813 3915 4059 4070 4107 4185 4205 4495 4510 4551 4785 4805 4995 5046 5115 5365 5394 5535 5735 5742 5766 5945 6105 6138 6355 6438 6765 6845 6882 7134 7326 7569 7585 7626 7830 8091 8118 8214 8370 8410 8613 8649 8990 9102 9207 9251 9570 9610 9657 9889 9990 10230 10323 10571 10701 10730 10989 11070 11439 11470 11803 11890 12177 12210 12321 12615 12617 12710 13079 13485 13530 13653 13690 13981 14355 14415 15059 15138 15170 15345 16095 16182 16687 17205 17226 17298 17835 18315 18414 18502 19065 19314 19778 20295 20535 20646 21142 21402 21978 22707 22755 22878 23606 24273 24354 24642 25230 25234 25947 26071 26158 26970 27306 27753 27869 27962 28710 28830 28971 29667 30118 30690 30969 31117 31713 32103 32190 33263 33374 34317 34410 34481 35409 35557 35670 36630 36859 36963 37845 37851 38130 39237 39401 39701 40455 40590 40959 41070 41943 42439 43065 43245 43993 45177 45414 45510 46035 46255 47027 48285 48546 49445 50061 51615 51894 52142 52855 53505 54945 55506 55738 56129 57195 57942 59015 59334 60885 61605 61938 62234 63085 63426 64206 65395 66526 68265 68634 68962 69905 70818 71114 73718 73926 75295 75690 75702 78213 78474 78802 79402 80910 81918 83259 83435 83607 83886 84878 86130 86490 87986 89001 90354 92070 92510 93351 94054 95139 96570 98890 99789 100122 103230 103443 105710 106227 106671 107010 109890 110577 112258 113535 113553 114390 117711 118030 118203 119103 121365 121770 123210 125829 126170 127317 129735 130355 130790 131979 135531 136530 138765 139345 139810 141081 144855 148335 150183 150590 154845 155585 156426 158565 160515 166315 166518 166870 167214 168387 171585 172405 177045 177785 178002 184295 184815 186702 189255 190278 196185 197005 198505 199578 204795 206886 209715 212195 212454 213342 219965 221154 225885 227070 227106 234639 235135 235422 236406 238206 242730 249777 250305 250821 251658 254634 259470 260710 263958 267003 271062 277530 278690 280053 280645 282162 285417 286781 289710 296670 299367 300366 306559 309690 310329 311170 317130 318681 320013 321030 331731 332630 336774 340659 342287 343170 344810 353133 354090 354609 355570 357309 365893 368590 369630 377487 378510 379291 381951 391065 391127 392370 394010 395937 397010 405449 406593 409590 416295 418035 419430 423243 424390 433411 436711 439930 445005 450549 451770 466755 466829 469278 470270 475695 483923 498945 499554 500610 501642 505161 517215 517297 531135 533355 534006 552885 560106 561290 567765 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756899565 757823418 760990914 781471746 785206378 800118990 805731795 807392799 809099535 810087102 839358542 849680802 861299505 865955178 870093554 894678507 897103110 908279478 930100006 954980730 963662373 966878154 970919442 986813421 994087230 1020841470 1030121847 1033559406 1038498758 1058221890 1067842089 1070735970 1093495953 1106427169 1110119362 1131202710 1139815710 1141486371 1144579830 1177809567 1186491210 1186679318 1200178485 1218423690 1226040917 1259037813 1263039030 1268318190 1274521203 1302452910 1305140331 1345654665 1350145170 1362419217 1395150009 1416134670 1432471095 1443258630 1456379163 1463339159 1491130845 1513799130 1531262205 1557748137 1564259101 1587332835 1606103955 1611463590 1614785598 1618199070 1644689035 1665179043 1696804065 1709723565 1716869745 1722599010 1779736815 1780018977 1789357014 1822493255 1827635535 1894558545 1902477285 1927324746 1953679365 1963015945 1973626842 2025217755 2060243694 2098396355 2124202005 2135684178 2164887945 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298735335630 309723301998 328608869193 331031047590 364134152349 365120965770 395101572930 404593502610 408271625361 422349957270 434611730223 453635139290 464584952997 482901922470 498998653219 516205503330 547681448655 606890253915 657217738386 680452708935 724352883705 728268304698 774308254995 816543250722 869223460446 929169905994 997997306438 1095362897310 1213780507830 1224814876083 1360905417870 1448705767410 1496995959657 1548616509990 1643044345965 1820670761745 2041358126805 2173058651115 2322924764985 2449629752166 2494993266095 2993991919314 3286088691930 3641341523490 4082716253610 4346117302230 4490987878971 4645849529970 4989986532190 6124074380415 7484979798285 8981975757942 12248148760830 13472963636913 14969959596570 22454939394855 26945927273826 44909878789710 67364818184565 134729636369130
• Sum of all divisors σ(n): 441595392900480
• Sum of proper divisors (its aliquot sum) s(n): 306865756531350
• 134729636369130 is an abundant number, because the sum of its proper divisors (306865756531350) is greater than itself. Its abundance is 172136120162220

Bases of 134729636369130

• Binary: 11110101000100100110000000111011101001011101010₂
• Hexadecimal: 0x7A89301DD2EA
• Base-36: 1BR9XUVLYI

Squares and roots of 134729636369130

• 134729636369130 squared (134729636369130²) is 18152074916157997209616956900
• 134729636369130 cubed (134729636369130³) is 2445622452799172896342109812550595700497000
• The square root of 134729636369130 is 11607309.6094284485
• The cube root of 134729636369130 is 51265.0099355025

Scales and comparisons

• 134,729,636,369,130 seconds is equal to 4,283,985 years, 35 weeks, 6 days, 7 hours, 25 minutes, 30 seconds.
• To count from 1 to 134,729,636,369,130 would take you about ten million, seven hundred nine thousand, nine hundred sixty-four 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 134729636369130 cubic inches would be around 4272.1 feet tall.

Recreational maths with 134729636369130

• 134729636369130 backwards is 031963636927431
• The number of decimal digits it has is: 15
• The sum of 134729636369130's digits is 63
• More coming soon!