147013997130

Names of 147013997130

• Cardinal: 147013997130 can be written as One hundred forty-seven billion, thirteen million, nine hundred ninety-seven thousand, one hundred thirty.

Scientific notation

• Scientific notation: 1.4701399713 × 10¹¹

Factors of 147013997130

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 400

Divisors of 147013997130

• Number of divisors d(n): 768
• Complete list of divisors:
  1 2 3 5 6 7 9 10 11 13 14 15 18 21 22 26 30 33 35 39 42 45 55 63 65 66 70 77 78 90 91 99 101 105 107 110 117 126 130 143 151 154 165 182 195 198 202 210 214 231 234 273 286 302 303 315 321 330 385 390 429 453 455 462 495 505 535 546 585 606 630 642 693 707 715 749 755 770 819 858 906 909 910 963 990 1001 1010 1057 1070 1111 1155 1170 1177 1287 1313 1359 1365 1386 1391 1414 1430 1498 1510 1515 1605 1638 1661 1818 1926 1963 2002 2114 2121 2145 2222 2247 2265 2310 2354 2574 2626 2718 2730 2782 3003 3030 3171 3210 3322 3333 3465 3531 3535 3745 3926 3939 4095 4173 4242 4290 4494 4530 4545 4815 4983 5005 5285 5555 5885 5889 6006 6342 6363 6435 6565 6666 6741 6795 6930 6955 7062 7070 7490 7777 7878 8190 8239 8305 8346 9009 9090 9191 9513 9630 9737 9815 9966 9999 10010 10570 10593 10605 10807 11110 11235 11627 11770 11778 11817 12519 12726 12870 13130 13482 13590 13741 13910 14443 14949 15015 15251 15301 15554 15855 16157 16478 16610 16665 17655 17667 18018 18382 19026 19474 19630 19695 19998 20865 21186 21210 21593 21614 22470 23254 23331 23634 24717 24915 25038 27482 27573 28886 29211 29445 29898 30030 30502 30602 31710 31815 32314 32421 33330 33705 34881 35310 35334 38885 39390 41195 41223 41730 43186 43329 45045 45753 45903 45955 46662 47565 48471 48685 49434 49830 49995 52965 54035 55146 58135 58422 58890 59085 62595 63630 64779 64842 67410 68705 69762 69993 72215 74151 74745 75649 76255 76505 77770 80785 82390 82446 82719 86658 87633 88335 90090 91506 91806 91910 95130 96942 97263 97370 99990 101101 104643 105930 106757 107107 107965 108070 113099 116270 116655 118170 118877 123585 123669 125190 129558 129987 137259 137410 137709 137865 139986 140491 144430 145413 146055 148302 149490 151151 151298 152510 153010 161570 162105 165438 167761 174405 175266 176670 177727 194337 194526 198263 202202 206115 209286 210041 213514 214214 215930 216645 226198 226947 228765 229515 233310 237754 242355 247170 247338 259974 274518 275418 275730 280982 290826 292110 302302 303303 320271 321321 323895 324210 335522 339297 348810 349965 355454 356631 370755 378245 388674 396526 412230 413595 420082 421473 433290 438165 453453 453894 457530 459030 484710 486315 503283 505505 523215 533181 533785 535535 565495 594385 594789 606606 618345 630123 640542 642642 647790 649935 678594 680841 686295 688545 699930 702455 713262 727065 741510 755755 756490 827190 832139 838805 842946 876330 888635 906906 909909 960813 963963 971685 972630 983437 991315 1006566 1011010 1017891 1046430 1050205 1066362 1067570 1069893 1071070 1130990 1134735 1174327 1188770 1189578 1236690 1244089 1260246 1264419 1299870 1360359 1361682 1372590 1377090 1387841 1404910 1454130 1470287 1509849 1511510 1516515 1545401 1599543 1601355 1606605 1631857 1664278 1677610 1696485 1777270 1783155 1784367 1819818 1890369 1921626 1927926 1943370 1966874 1982630 2035782 2100410 2107365 2139786 2180893 2267265 2269470 2310451 2348654 2488178 2496417 2516415 2528838 2665905 2720718 2775682 2940574 2950311 2973945 3019698 3033030 3090802 3150615 3199086 3202710 3213210 3263714 3392970 3404205 3522981 3566310 3568734 3732267 3780738 4160695 4163523 4214730 4361786 4410861 4534530 4549545 4620902 4636203 4804065 4819815 4895571 4917185 4992834 5032830 5089455 5331810 5349465 5871635 5900622 5947890 6220445 6301230 6322095 6542679 6801795 6808410 6931353 6939205 7045962 7351435 7464534 7489251 7549245 7727005 7997715 8159285 8321390 8327046 8821722 8850933 8921835 9099090 9272406 9451845 9608130 9639630 9791142 9834370 10178910 10568943 10698930 10817807 10904465 11196801 11422999 11552255 11743270 12440890 12482085 12490569 12644190 13085358 13232583 13603590 13862706 13878410 13908609 14686713 14702870 14751555 14978502 15098490 15266251 15454010 15995430 16173157 16318570 17614905 17701866 17843670 17950427 18661335 18903690 19628037 20794059 20817615 21137886 21214141 21635614 21808930 22054305 22393602 22845998 23104510 23181015 24477855 24964170 24981138 26465166 27817218 29373426 29503110 30532502 32346314 32453421 32713395 34268997 34656765 35229810 35900854 37322670 37446255 39256074 41588118 41635230 42428282 44108610 44254665 45798753 46362030 48519471 48955710 52844715 53851281 54089035 55984005 57114995 62452845 63642423 64906842 65426790 66162915 68537994 69313530 69543045 73433565 74892510 76331255 80865785 88509330 89752135 91597506 97038942 97360263 98140185 102806991 103970295 105689430 106070705 107702562 108178070 111968010 114229990 124905690 125652989 127284846 132325830 137396259 139086090 145558413 146867130 148498987 152662510 161553843 161731570 162267105 171344985 179504270 190927269 194720526 196280370 205613982 207940590 212141410 228993765 233355551 242597355 251305978 269256405 274792518 291116826 296997974 318212115 323107686 324534210 342689970 376958967 381854538 445496961 457987530 466711102 485194710 486801315 514034955 538512810 628264945 636424230 686981295 700066653 727792065 742494935 753917934 807769215 890993922 954636345 973602630 1028069910 1130876901 1166777755 1256529890 1336490883 1373962590 1400133306 1455584130 1484989870 1615538430 1633488857 1884794835 1909272690 2100199959 2227484805 2261753802 2333555510 2672981766 3266977714 3500333265 3769589670 4200399918 4454969610 4900466571 5654384505 6682454415 7000666530 8167444285 9800933142 10500999795 11308769010 13364908830 14701399713 16334888570 21001999590 24502332855 29402799426 49004665710 73506998565 147013997130
• Sum of all divisors σ(n): 526602166272
• Sum of proper divisors (its aliquot sum) s(n): 379588169142
• 147013997130 is an abundant number, because the sum of its proper divisors (379588169142) is greater than itself. Its abundance is 232574172012

Bases of 147013997130

• Binary: 10001000111010101101111001001001001010₂
• Hexadecimal: 0x223AB7924A
• Base-36: 1VJCC66I

Squares and roots of 147013997130

• 147013997130 squared (147013997130²) is 21613115352139648236900
• 147013997130 cubed (147013997130³) is 3177430478349817185258826160097000
• The square root of 147013997130 is 383424.0434949275
• The cube root of 147013997130 is 5277.7995921169

Scales and comparisons

• 147,013,997,130 seconds is equal to 4,674 years, 30 weeks, 4 days, 21 hours, 25 minutes, 30 seconds.
• To count from 1 to 147,013,997,130 would take you about nine thousand, three hundred forty-nine 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 147013997130 cubic inches would be around 439.8 feet tall.

Recreational maths with 147013997130

• 147013997130 backwards is 031799310741
• 147013997130 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 147013997130's digits is 45
• More coming soon!