349466996130270

Names of 349466996130270

• Cardinal: 349466996130270 can be written as Three hundred forty-nine trillion, four hundred sixty-six billion, nine hundred ninety-six million, one hundred thirty thousand, two hundred seventy.

Scientific notation

• Scientific notation: 3.4946699613027 × 10¹⁴

Factors of 349466996130270

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 27772

Divisors of 349466996130270

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 3 5 6 10 15 17 19 30 34 38 41 43 51 57 82 85 86 95 102 114 123 129 170 190 205 215 246 255 258 285 323 410 430 510 570 615 645 646 697 731 761 779 817 969 1230 1290 1394 1462 1522 1558 1615 1634 1763 1938 2091 2193 2283 2337 2451 3230 3485 3526 3655 3805 3895 4085 4182 4386 4566 4674 4845 4902 5289 6970 7310 7610 7790 8170 8815 9690 10455 10578 10965 11415 11685 12255 12937 13243 13889 14459 17630 20910 21930 22830 23370 24510 25874 26445 26486 26881 27778 28918 29971 31201 32723 33497 38811 39729 41667 43377 52890 53762 59942 62402 64685 65446 66215 66994 69445 72295 77622 79458 80643 83334 86754 89913 93603 98169 100491 129370 132430 134405 138890 144590 149855 156005 161286 163615 167485 179826 187206 194055 196338 198645 200982 208335 216885 245803 268810 299710 312010 327230 334970 388110 397290 403215 416670 433770 449565 456977 468015 490845 491606 502455 510739 530417 556291 569449 592819 621737 737409 806430 899130 913954 936030 981690 1004910 1021478 1060834 1102121 1112582 1138898 1155883 1185638 1229015 1243474 1341643 1370931 1474818 1532217 1591251 1668873 1708347 1778457 1865211 2204242 2284885 2311766 2458030 2553695 2652085 2683286 2741862 2781455 2847245 2964095 3064434 3108685 3182502 3306363 3337746 3416694 3467649 3556914 3687045 3730422 4024929 4569770 5107390 5304170 5510605 5562910 5694490 5779415 5928190 6217370 6612726 6708215 6854655 6935298 7374090 7661085 7956255 8049858 8344365 8541735 8682563 8892285 9326055 10077923 10569529 11021210 11558830 13416430 13709310 15322170 15912510 16531815 16688730 17083470 17338245 17365126 17784570 18652110 18736057 19650011 20124645 20155846 20456441 20940299 21139058 21961777 22807931 25491217 26047689 30233769 31708587 33063630 34676490 37472114 39300022 40249290 40912882 41880598 43412815 43923554 45615862 47391203 50389615 50982434 52095378 52847645 56208171 58950033 60467538 61369323 62820897 63417174 65885331 68423793 76473651 86825630 93680285 94782406 98250055 100779230 102282205 104701495 105695290 109808885 112416342 114039655 117900066 122738646 125641794 127456085 130238445 131770662 136847586 142173609 151168845 152947302 158542935 187360570 196500110 204564410 209402990 219617770 228079310 236956015 254912170 260476890 281040855 284347218 294750165 302337690 306846615 314104485 317085870 329426655 342118965 347759497 355985083 373350209 382368255 388672379 433350689 473912030 562081710 589500330 613693230 628208970 658853310 684237930 695518994 710868045 711970166 746700418 764736510 777344758 805650451 838714081 866701378 879626963 900432857 1043278491 1067955249 1120050627 1166017137 1300052067 1421736090 1611300902 1677428162 1738797485 1759253926 1779925415 1800865714 1866751045 1943361895 2086556982 2135910498 2166753445 2240101254 2332034274 2416951353 2516142243 2600104134 2638880889 2701298571 3477594970 3559850830 3733502090 3886723790 4028252255 4193570405 4333506890 4398134815 4502164285 4833902706 5032284486 5216392455 5277761778 5339776245 5402597142 5600253135 5830085685 6500260335 6607430443 8056504510 8387140810 8796269630 9004328570 10432784910 10679552490 11200506270 11660171370 12084756765 12580711215 13000520670 13194404445 13214860886 13506492855 14258139377 14953658371 15307358569 15935567539 16712912297 19822291329 24169513530 25161422430 26388808890 27012985710 28516278754 29907316742 30614717138 31871135078 33037152215 33425824594 36064705483 39644582658 42774418131 44860975113 45922075707 47806702617 50138736891 66074304430 71290696885 72129410966 74768291855 76536792845 79677837695 83564561485 85548836262 89721950226 91844151414 95613405234 99111456645 100277473782 108194116449 142581393770 149536583710 153073585690 159355675390 167129122970 180323527415 198222913290 213872090655 216388232898 224304875565 229610378535 239033513085 250693684455 270904648163 284119509049 360647054830 427744181310 448609751130 459220757070 478067026170 501387368910 540970582245 541809296326 568239018098 613099993211 685229404177 812713944489 852358527147 1081941164490 1226199986422 1354523240815 1370458808354 1420597545245 1625427888978 1704717054294 1839299979633 2055688212531 2709046481630 2841195090490 3065499966055 3426147020885 3678599959266 4063569722445 4111376425062 4261792635735 6130999932110 6852294041770 8127139444890 8523585271470 9196499898165 10278441062655 11648899871009 18392999796330 20556882125310 23297799742018 34946699613027 58244499355045 69893399226054 116488998710090 174733498065135 349466996130270
• Sum of all divisors σ(n): 981190901053440
• Sum of proper divisors (its aliquot sum) s(n): 631723904923170
• 349466996130270 is an abundant number, because the sum of its proper divisors (631723904923170) is greater than itself. Its abundance is 282256908792900

Bases of 349466996130270

• Binary: 1001111011101011010100000001010100100000111011110₂
• Hexadecimal: 0x13DD6A02A41DE
• Base-36: 3FVIX6IX26

Squares and roots of 349466996130270

• 349466996130270 squared (349466996130270²) is 122127181384314147154810272900
• 349466996130270 cubed (349466996130270³) is 42679419224232894445428096970160342650683000
• The square root of 349466996130270 is 18694036.3787564617
• The cube root of 349466996130270 is 70437.1954552993

Scales and comparisons

• 349,466,996,130,270 seconds is equal to 11,111,969 years, 26 weeks, 1 day, 15 hours, 44 minutes, 30 seconds.
• To count from 1 to 349,466,996,130,270 would take you about twenty-seven million, seven hundred seventy-nine thousand, nine hundred twenty-three 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 349466996130270 cubic inches would be around 5869.8 feet tall.

Recreational maths with 349466996130270

• 349466996130270 backwards is 072031699664943
• The number of decimal digits it has is: 15
• The sum of 349466996130270's digits is 69
• More coming soon!