130599347340

Names of 130599347340

• Cardinal: 130599347340 can be written as One hundred thirty billion, five hundred ninety-nine million, three hundred forty-seven thousand, three hundred forty.

Scientific notation

• Scientific notation: 1.3059934734 × 10¹¹

Factors of 130599347340

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 424

Divisors of 130599347340

• Number of divisors d(n): 768
• Complete list of divisors:
  1 2 3 4 5 6 7 10 11 12 14 15 19 20 21 22 28 30 33 35 38 42 44 55 57 59 60 66 70 76 77 84 95 105 110 114 118 132 133 140 151 154 165 167 177 190 209 210 220 228 231 236 266 285 295 302 308 330 334 354 380 385 399 413 418 420 453 462 501 532 570 590 604 627 649 660 665 668 708 755 770 798 826 835 836 885 906 924 1002 1045 1057 1121 1140 1155 1169 1180 1239 1254 1298 1330 1463 1510 1540 1596 1652 1661 1670 1770 1812 1837 1947 1995 2004 2065 2090 2114 2242 2265 2310 2338 2478 2505 2508 2596 2660 2869 2926 3020 3135 3171 3173 3245 3322 3340 3363 3507 3540 3674 3894 3990 4130 4180 4228 4389 4484 4530 4543 4620 4676 4956 4983 5010 5285 5511 5605 5738 5845 5852 6195 6270 6342 6346 6490 6644 6726 7014 7315 7348 7788 7847 7980 8260 8305 8607 8778 8909 9060 9086 9185 9519 9735 9853 9966 10020 10570 11022 11210 11476 11627 11690 12331 12390 12540 12684 12692 12859 12980 13452 13629 14028 14345 14630 15694 15855 15865 16610 16815 17214 17535 17556 17818 18172 18370 19038 19470 19706 19932 20083 21140 21945 22044 22211 22420 22715 23254 23380 23541 24662 24780 24915 25217 25718 26727 27258 27555 28690 29260 29559 31388 31559 31710 31730 33220 33630 34428 34881 34903 35070 35636 36740 36993 38076 38577 38940 39235 39412 40166 43035 43890 44422 44545 45430 46508 47082 47595 49265 49324 49830 50434 51436 53454 54516 55110 57380 58135 59118 60249 61655 62363 63118 63420 63460 64295 66633 67260 68145 68971 69762 69806 70140 73986 75651 77154 78470 80332 86070 86317 87780 88844 89090 90860 94164 94677 95190 97999 98530 99660 100415 100868 104709 106908 108383 110220 111055 116270 117705 118236 120498 123310 124726 126085 126236 128590 133266 133635 136290 137942 139524 139612 147795 147972 151302 154308 156940 157795 169271 172140 172634 174405 174515 176519 178180 184965 187089 187207 189354 190380 192885 195998 197060 200830 206913 209418 216766 220913 222110 232540 235410 240996 244321 246620 249452 252170 257180 258951 266532 267270 272580 275884 277387 293997 295590 301245 302604 311815 315590 325149 333165 338542 344855 345268 348810 349030 353038 369930 374178 374414 378255 378708 385770 391996 401660 413826 418836 431585 433532 441826 444220 470820 473385 479123 488642 489995 504340 507813 517902 523545 529557 534540 541915 554774 561621 587994 591180 602490 623630 631180 650298 662739 666330 677084 685993 689710 697620 698060 706076 732963 739860 748356 748828 756510 758681 771540 827652 832161 846355 863170 882595 883652 935445 936035 946770 958246 977284 979990 1015626 1034565 1035804 1047090 1059114 1083830 1104565 1109548 1123242 1175988 1184897 1204980 1221605 1247260 1294755 1300596 1310449 1325478 1332660 1371986 1379420 1386935 1437369 1465926 1469985 1487803 1513020 1517362 1625745 1664322 1692710 1726340 1765190 1861981 1870890 1872070 1893540 1916492 1941709 1959980 2031252 2057979 2059277 2069130 2094180 2118228 2167660 2209130 2246484 2276043 2369794 2395615 2443210 2539065 2589510 2620898 2647785 2650956 2743972 2773870 2808105 2874738 2931852 2939970 2975606 3034724 3251490 3313695 3328644 3353861 3385420 3429965 3530380 3554691 3664815 3723962 3741780 3744140 3793405 3883418 3931347 4115958 4118554 4138260 4160805 4418260 4463409 4552086 4739588 4791230 4886420 5078130 5179020 5241796 5270353 5295570 5547740 5585943 5616210 5749476 5825127 5879940 5924485 5951212 6177831 6502980 6552245 6627390 6707722 6859930 7109382 7186845 7329630 7439015 7447924 7586810 7766836 7862694 8231916 8237108 8321610 8926818 9104172 9309905 9582460 9708545 10061583 10156260 10289895 10296385 10414621 10540706 10591140 11171886 11232420 11380215 11650254 11848970 12355662 13033867 13104490 13254780 13415444 13719860 14218764 14373690 14414939 14659260 14878030 15173620 15725388 15811059 16365833 16643220 16769305 17773455 17853636 18619810 19417090 19656735 20123166 20579790 20592770 20829242 21081412 22317045 22343772 22760430 23300508 23697940 24711324 26067734 26208980 26351765 27929715 28268257 28747380 28829878 29125635 29756060 30889155 31243863 31622118 32731666 33538610 35546910 36892471 37239620 38834180 39101601 39313470 40246332 41159580 41185540 41658484 43244817 44634090 45520860 49097499 50307915 52073105 52135468 52703530 55859430 56536514 57659756 58251270 61778310 62487726 63244236 65169335 65463332 67077220 71093820 72074695 73784942 78203202 78626940 79055295 81829165 84804771 86489634 89268180 98194998 100615830 104146210 105407060 110677413 111718860 113073028 114560831 116502540 123556620 124975452 130338670 141341285 144149390 147569884 156219315 156406404 158110590 163658330 169609542 172979268 184462355 195508005 196389996 197877799 201231660 208292420 216224085 221354826 229121662 245487495 260677340 282682570 288298780 310950827 312438630 316221180 327316660 339219084 343682493 368924710 391016010 395755598 424023855 432448170 442709652 458243324 490974990 553387065 565365140 572804155 593633397 621901654 624877260 687364986 737849420 782032020 791511196 848047710 864896340 932852481 981949980 989388995 1106774130 1145608310 1187266794 1243803308 1374729972 1554754135 1696095420 1718412465 1865704962 1978777990 2176655789 2213548260 2291216620 2374533588 2968166985 3109508270 3436824930 3731409924 3957555980 4353311578 4664262405 5936333970 6219016540 6529967367 6873649860 8706623156 9328524810 10883278945 11872667940 13059934734 18657049620 21766557890 26119869468 32649836835 43533115780 65299673670 130599347340
• Sum of all divisors σ(n): 494213529600
• Sum of proper divisors (its aliquot sum) s(n): 363614182260
• 130599347340 is an abundant number, because the sum of its proper divisors (363614182260) is greater than itself. Its abundance is 233014834920

Bases of 130599347340

• Binary: 1111001101000010100111110010010001100₂
• Hexadecimal: 0x1E6853E48C
• Base-36: 1NZVH9CC

Squares and roots of 130599347340

• 130599347340 squared (130599347340²) is 17056189525633965075600
• 130599347340 cubed (130599347340³) is 2227527220155140038609713758904000
• The square root of 130599347340 is 361385.3169955857
• The cube root of 130599347340 is 5073.5701419981

Scales and comparisons

• 130,599,347,340 seconds is equal to 4,152 years, 34 weeks, 12 hours, 29 minutes.
• To count from 1 to 130,599,347,340 would take you about eight thousand, three hundred 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 130599347340 cubic inches would be around 422.8 feet tall.

Recreational maths with 130599347340

• 130599347340 backwards is 043743995031
• The number of decimal digits it has is: 12
• The sum of 130599347340's digits is 48
• More coming soon!