345808826205531472

Names of 345808826205531472

• Cardinal: 345808826205531472 can be written as Three hundred forty-five quadrillion, eight hundred eight trillion, eight hundred twenty-six billion, two hundred five million, five hundred thirty-one thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 3.45808826205531472 × 10¹⁷

Factors of 345808826205531472

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 662

Divisors of 345808826205531472

• Number of divisors d(n): 320
• Complete list of divisors:
  1 2 4 7 8 14 16 28 56 61 71 112 122 142 244 284 427 488 497 521 568 854 976 994 1042 1136 1708 1988 2084 3416 3647 3976 4168 4331 5041 6832 7294 7952 8336 8662 10082 14588 17324 20164 29176 30317 31781 34648 35287 36991 40328 58352 60634 63562 69296 70574 73982 80656 121268 127124 141148 147964 222467 242536 254248 258937 271441 282296 295928 307501 357911 444934 485072 508496 517874 542882 564592 591856 615002 715822 889868 1035748 1085764 1230004 1431644 1779736 1900087 2071496 2152507 2171528 2256451 2460008 2505377 2626361 2863288 3559472 3800174 4142992 4305014 4343056 4512902 4920016 5010754 5252722 5726576 7600348 8610028 9025804 10021508 10505444 15200696 15795157 16557901 17220056 18051608 18384527 19272311 20043016 21010888 21832571 30401392 31590314 33115802 34440112 36103216 36769054 38544622 40086032 42021776 43665142 63180628 66231604 73538108 77089244 87330284 115905307 126361256 132463208 134906177 141420761 147076216 152827997 154178488 160208021 174660568 186471631 231810614 252722512 264926416 269812354 282841522 294152432 305655994 308356976 320416042 349321136 372943262 463621228 539624708 565683044 611311988 640832084 745886524 927242456 989945327 1079249416 1121456147 1131366088 1175610971 1222623976 1281664168 1305301417 1368334081 1491773048 1854484912 1979890654 2158498832 2242912294 2262732176 2351221942 2445247952 2563328336 2610602834 2736668162 2983546096 3959781308 4485824588 4702443884 5221205668 5473336324 7919562616 8229276797 8626666421 8971649176 9404887768 9578338567 10040874031 10442411336 10946672648 11374769491 15839125232 16458553594 17253332842 17943298352 18809775536 19156677134 20081748062 20884822672 21893345296 22749538982 32917107188 34506665684 38313354268 40163496124 45499077964 60386664947 65834214376 69013331368 70286118217 76626708536 79623386437 80326992248 83468378941 90998155928 97151719751 120773329894 131668428752 138026662736 140572236434 153253417072 159246772874 160653984496 166936757882 181996311856 194303439502 241546659788 281144472868 318493545748 333873515764 388606879004 483093319576 562288945736 584278652587 612493315891 636987091496 667747031528 680062038257 712902056201 777213758008 966186639152 1124577891472 1168557305174 1224986631782 1273974182992 1335494063056 1360124076514 1425804112402 1554427516016 2337114610348 2449973263564 2720248153028 2851608224804 4287453211237 4674229220696 4899946527128 4990314393407 5440496306056 5703216449608 5926254904811 8574906422474 9348458441392 9799893054256 9980628786814 10880992612112 11406432899216 11852509809622 17149812844948 19961257573628 23705019619244 34299625689896 39922515147256 41483784333677 43487025428261 47410039238488 50616045990271 68599251379792 79845030294512 82967568667354 86974050856522 94820078476976 101232091980542 165935137334708 173948101713044 202464183961084 304409177997827 331870274669416 347896203426088 354312321931897 404928367922168 608818355995654 663740549338832 695792406852176 708624643863794 809856735844336 1217636711991308 1417249287727588 2435273423982616 2834498575455176 3087578805406531 4870546847965232 5668997150910352 6175157610813062 12350315221626124 21613051637845717 24700630443252248 43226103275691434 49401260886504496 86452206551382868 172904413102765736 345808826205531472
• Sum of all divisors σ(n): 790908526709093376
• Sum of proper divisors (its aliquot sum) s(n): 445099700503561904
• 345808826205531472 is an abundant number, because the sum of its proper divisors (445099700503561904) is greater than itself. Its abundance is 99290874298030432

Bases of 345808826205531472

• Binary: 10011001100100011110100101110010110001011001110110101010000₂
• Hexadecimal: 0x4CC8F4B962CED50
• Base-36: 2MKYZXMZGV9S

Squares and roots of 345808826205531472

• 345808826205531472 squared (345808826205531472²) is 119583744281647470118986929982486784
• 345808826205531472 cubed (345808826205531472³) is 41353114243298947977195537685219354203617026936066048
• The square root of 345808826205531472 is 588055121.7407526943
• The cube root of 345808826205531472 is 701905.5739730867

Scales and comparisons

• 345,808,826,205,531,472 seconds is equal to 10,995,651,016 years, 21 weeks, 10 hours, 17 minutes, 52 seconds.
• To count from 1 to 345,808,826,205,531,472 would take you about thirty-two billion, nine hundred eighty-six million, nine hundred fifty-three thousand and 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 345808826205531472 cubic inches would be around 58492.1 feet tall.

Recreational maths with 345808826205531472

• 345808826205531472 backwards is 274135502628808543
• The number of decimal digits it has is: 18
• The sum of 345808826205531472's digits is 73
• More coming soon!