345093921033725440

Names of 345093921033725440

• Cardinal: 345093921033725440 can be written as Three hundred forty-five quadrillion, ninety-three trillion, nine hundred twenty-one billion, thirty-three million, seven hundred twenty-five thousand, four hundred forty.

Scientific notation

• Scientific notation: 3.4509392103372544 × 10¹⁷

Factors of 345093921033725440

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 398373

Divisors of 345093921033725440

• Number of divisors d(n): 320
• Complete list of divisors:
  1 2 4 5 8 10 16 20 32 40 64 80 83 128 160 166 256 320 332 415 512 640 664 830 1280 1328 1660 1997 2063 2560 2656 3320 3994 4126 5312 6640 7988 8252 9985 10315 10624 13280 15976 16504 19970 20630 21248 26560 31952 33008 39940 41260 42496 53120 63904 66016 79880 82520 106240 127808 132032 159760 165040 165751 171229 212480 255616 264064 319520 330080 331502 342458 394223 511232 528128 639040 660160 663004 684916 788446 828755 856145 1022464 1056256 1278080 1320320 1326008 1369832 1576892 1657510 1712290 1971115 2556160 2640640 2652016 2739664 3153784 3315020 3424580 3942230 4119811 5112320 5281280 5304032 5479328 6307568 6630040 6849160 7884460 8239622 10608064 10958656 12615136 13260080 13698320 15768920 16479244 20599055 21216128 21917312 25230272 26520160 27396640 31537840 32720509 32958488 41198110 42432256 43834624 50460544 53040320 54793280 63075680 65441018 65916976 82396220 84864512 87669248 100921088 106080640 109586560 126151360 130882036 131833952 163602545 164792440 201842176 212161280 219173120 252302720 261764072 263667904 327205090 329584880 341944313 424322560 438346240 504605440 523528144 527335808 654410180 659169760 683888626 787263331 813282049 1009210880 1047056288 1054671616 1308820360 1318339520 1367777252 1574526662 1626564098 1709721565 2094112576 2109343232 2617640720 2636679040 2735554504 3149053324 3253128196 3419443130 3936316655 4066410245 4188225152 5235281440 5273358080 5471109008 6298106648 6506256392 6838886260 7872633310 8132820490 8376450304 10470562880 10546716160 10942218016 12596213296 13012512784 13677772520 15745266620 16265640980 16752900608 20941125760 21884436032 25192426592 26025025568 27355545040 31490533240 32531281960 41882251520 43768872064 50384853184 52050051136 54711090080 62981066480 65062563920 65342856473 67502410067 83764503040 87537744128 100769706368 104100102272 109422180160 125962132960 130125127840 130685712946 135004820134 175075488256 201539412736 208200204544 218844360320 251924265920 260250255680 261371425892 270009640268 326714282365 337512050335 403078825472 416400409088 437688720640 503848531840 520500511360 522742851784 540019280536 653428564730 675024100670 875377441280 1007697063680 1041001022720 1045485703568 1080038561072 1306857129460 1350048201340 1624124251853 2015394127360 2082002045440 2090971407136 2160077122144 2613714258920 2700096402680 3248248503706 4181942814272 4320154244288 5227428517840 5400192805360 6496497007412 8120621259265 8363885628544 8640308488576 10454857035680 10800385610720 12992994014824 16241242518530 16727771257088 17280616977152 20909714071360 21600771221440 25985988029648 32482485037060 33455542514176 34561233954304 41819428142720 43201542442880 51971976059296 64964970074120 83638856285440 86403084885760 103943952118592 129929940148240 134802312903799 167277712570880 172806169771520 207887904237184 259859880296480 269604625807598 415775808474368 519719760592960 539209251615196 674011564518995 831551616948736 1039439521185920 1078418503230392 1348023129037990 2078879042371840 2156837006460784 2696046258075980 4157758084743680 4313674012921568 5392092516151960 8627348025843136 10784185032303920 17254696051686272 21568370064607840 34509392103372544 43136740129215680 69018784206745088 86273480258431360 172546960516862720 345093921033725440
• Sum of all divisors σ(n): 838213029148594176
• Sum of proper divisors (its aliquot sum) s(n): 493119108114868736
• 345093921033725440 is an abundant number, because the sum of its proper divisors (493119108114868736) is greater than itself. Its abundance is 148025187081143296

Bases of 345093921033725440

• Binary: 10011001010000001010001011111000001010111001010011000000000₂
• Hexadecimal: 0x4CA0517C15CA600
• Base-36: 2MDXL2QIH9TS

Squares and roots of 345093921033725440

• 345093921033725440 squared (345093921033725440²) is 119089814334431129655237885303193600
• 345093921033725440 cubed (345093921033725440³) is 41097170983847200225132417024347299232625337565184000
• The square root of 345093921033725440 is 587446951.6762559899
• The cube root of 345093921033725440 is 701421.5472708277

Scales and comparisons

• 345,093,921,033,725,440 seconds is equal to 10,972,919,243 years, 15 weeks, 10 minutes, 40 seconds.
• To count from 1 to 345,093,921,033,725,440 would take you about thirty-two billion, nine hundred eighteen million, seven hundred fifty-seven thousand, seven hundred twenty-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 345093921033725440 cubic inches would be around 58451.8 feet tall.

Recreational maths with 345093921033725440

• 345093921033725440 backwards is 044527330129390543
• 345093921033725440 is a Harshad number.
• The number of decimal digits it has is: 18
• The sum of 345093921033725440's digits is 64
• More coming soon!