345444052493880

Names of 345444052493880

• Cardinal: 345444052493880 can be written as Three hundred forty-five trillion, four hundred forty-four billion, fifty-two million, four hundred ninety-three thousand, eight hundred eighty.

Scientific notation

• Scientific notation: 3.4544405249388 × 10¹⁴

Factors of 345444052493880

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 4642

Divisors of 345444052493880

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 3 4 5 6 8 9 10 12 15 18 20 24 27 30 36 40 45 54 60 72 90 108 120 135 180 191 216 270 360 382 540 547 573 764 955 1080 1093 1094 1146 1528 1641 1719 1910 2186 2188 2292 2735 2801 2865 3279 3282 3438 3820 4372 4376 4584 4923 5157 5465 5470 5602 5730 6558 6564 6876 7640 8205 8403 8595 8744 9837 9846 10314 10930 10940 11204 11460 13116 13128 13752 14005 14769 16395 16410 16806 17190 19674 19692 20628 21860 21880 22408 22920 24615 25209 25785 26232 28010 29511 29538 32790 32820 33612 34380 39348 39384 41256 42015 43720 49185 49230 50418 51570 56020 59022 59076 65580 65640 67224 68760 73845 75627 78696 84030 98370 98460 100836 103140 104477 112040 118044 118152 126045 131160 147555 147690 151254 168060 196740 196920 201672 206280 208763 208954 236088 252090 295110 295380 302508 313431 336120 378135 393480 417526 417908 504180 522385 534991 590220 590760 597871 605016 626289 626862 756270 835052 835816 940293 1008360 1043815 1044770 1069982 1180440 1195742 1252578 1253724 1512540 1532147 1567155 1604973 1670104 1793613 1878867 1880586 2087630 2089540 2139964 2391484 2505156 2507448 2674955 2820879 2989355 3025080 3061493 3064294 3131445 3134310 3209946 3587226 3757734 3761172 4175260 4179080 4279928 4596441 4701465 4782968 4814919 5010312 5349910 5380839 5636601 5641758 5978710 6122986 6128588 6262890 6268620 6419892 7174452 7515468 7522344 7660735 8024865 8350520 8968065 9184479 9192882 9394335 9402930 9629838 10699820 10761678 11273202 11283516 11957420 12245972 12257176 12525780 12537240 12839784 13789323 14104395 14348904 14444757 15030936 15307465 15321470 16049730 16142517 17936130 18368958 18385764 18788670 18805860 19259676 21399640 21523356 22546404 22567032 22982205 23914840 24074595 24491944 25051560 26904195 27553437 27578646 28183005 28208790 28889514 30614930 30642940 32099460 32285034 35872260 36737916 36771528 37577340 37611720 38519352 41367969 43046712 45092808 45922395 45964410 48149190 53808390 55106874 55157292 56366010 56417580 57779028 61229860 61285880 64198920 64570068 68946615 71744520 72223785 73475832 75154680 80712585 82660311 82735938 91844790 91928820 96298380 107616780 110213748 110314584 112732020 112835160 114193361 115558056 122459720 129140136 137767185 137893230 144447570 161425170 165320622 165471876 183689580 183857640 192596760 206839845 215233560 220427496 225464040 228386722 275534370 275786460 288895140 292640077 322850340 330641244 330943752 342580083 367379160 413301555 413679690 456773444 551068740 551572920 570966805 577790280 584745163 585280154 645700680 661282488 685160166 826603110 827359380 877920231 913546888 1027740249 1102137480 1141933610 1169490326 1170560308 1370320332 1463200385 1653206220 1654718760 1674636671 1712900415 1754235489 1755840462 2055480498 2283867220 2338980652 2341120616 2633760693 2740640664 2923725815 2926400770 3083220747 3306412440 3349273342 3425800830 3508470978 3511680924 4110960996 4389601155 4567734440 4677961304 5023910013 5138701245 5262706467 5267521386 5847451630 5852801540 6166441494 6698546684 6851601660 7016941956 7023361848 7901282079 8221921992 8373183355 8771177445 8779202310 10047820026 10277402490 10525412934 10535042772 11694903260 11705603080 12332882988 13168803465 13397093368 13703203320 14033883912 15071730039 15416103735 15788119401 15802564158 16746366710 17542354890 17558404620 20095640052 20554804980 21050825868 21070085544 23389806520 24665765976 25119550065 26313532335 26337606930 30143460078 30832207470 31576238802 31605128316 33492733420 35084709780 35116809240 39506410395 40191280104 41109609960 42101651736 45215190117 50239100130 52627064670 52675213860 60286920156 61664414940 63152477604 63210256632 66985466840 70169419560 75358650195 78940597005 79012820790 90430380234 100478200260 105254129340 105350427720 120573840312 123328829880 126304955208 150717300390 157881194010 158025641580 180860760468 200956400520 210508258680 226075950585 301434600780 315762388020 316051283160 319855604161 361721520936 452151901170 602869201560 631524776040 639711208322 904303802340 959566812483 1279422416644 1599278020805 1808607604680 1919133624966 2558844833288 2878700437449 3198556041610 3838267249932 4797834062415 5757400874898 6397112083220 7676534499864 8636101312347 9595668124830 11514801749796 12794224166440 14393502187245 17272202624694 19191336249660 23029603499592 28787004374490 34544405249388 38382672499320 43180506561735 57574008748980 69088810498776 86361013123470 115148017497960 172722026246940 345444052493880
• Sum of all divisors σ(n): 1161100309708800
• Sum of proper divisors (its aliquot sum) s(n): 815656257214920
• 345444052493880 is an abundant number, because the sum of its proper divisors (815656257214920) is greater than itself. Its abundance is 470212204721040

Bases of 345444052493880

• Binary: 1001110100010110111110110000010011110011000111000₂
• Hexadecimal: 0x13A2DF609E638
• Base-36: 3EG6T1R4U0

Squares and roots of 345444052493880

• 345444052493880 squared (345444052493880²) is 119331593403394521047437454400
• 345444052493880 cubed (345444052493880³) is 41222389215820561255294564519409638779072000
• The square root of 345444052493880 is 18586125.2684329017
• The cube root of 345444052493880 is 70165.8687291843

Scales and comparisons

• 345,444,052,493,880 seconds is equal to 10,984,052 years, 17 weeks, 5 days, 18 minutes.
• To count from 1 to 345,444,052,493,880 would take you about twenty-seven million, four hundred sixty thousand, one hundred thirty 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 345444052493880 cubic inches would be around 5847.2 feet tall.

Recreational maths with 345444052493880

• 345444052493880 backwards is 088394250444543
• The number of decimal digits it has is: 15
• The sum of 345444052493880's digits is 63
• More coming soon!