1990497500848048400
1,990,497,500,848,048,400 is an even composite number composed of seven prime numbers multiplied together.
1990497500848048400 is an even composite number. It is composed of seven distinct prime numbers multiplied together. It has a total of four hundred eighty divisors.
Prime factorization of 1990497500848048400:
24 × 52 × 13 × 19 × 67 × 1291 × 232918319
(2 × 2 × 2 × 2 × 5 × 5 × 13 × 19 × 67 × 1291 × 232918319)See below for interesting mathematical facts about the number 1990497500848048400 from the Numbermatics database.
Names of 1990497500848048400
- Cardinal: 1990497500848048400 can be written as One quintillion, nine hundred ninety quadrillion, four hundred ninety-seven trillion, five hundred billion, eight hundred forty-eight million, forty-eight thousand, four hundred.
Scientific notation
- Scientific notation: 1.9904975008480484 × 1018
Factors of 1990497500848048400
Divisors of 1990497500848048400
- Number of divisors d(n): 480
-
Complete list of divisors:
1 2 4 5 8 10 13 16 19 20 25 26 38 40 50 52 65 67 76 80 95 100 104 130 134 152 190 200 208 247 260 268 304 325 335 380 400 475 494 520 536 650 670 760 871 950 988 1040 1072 1235 1273 1291 1300 1340 1520 1675 1742 1900 1976 2470 2546 2582 2600 2680 3350 3484 3800 3952 4355 4940 5092 5164 5200 5360 6175 6365 6455 6700 6968 7600 8710 9880 10184 10328 12350 12730 12910 13400 13936 16549 16783 17420 19760 20368 20656 21775 24529 24700 25460 25820 26800 31825 32275 33098 33566 34840 43550 49058 49400 50920 51640 63650 64550 66196 67132 69680 82745 83915 86497 87100 98116 98800 101840 103280 122645 127300 129100 132392 134264 165490 167830 172994 174200 196232 245290 254600 258200 264784 268528 318877 330980 335660 345988 348400 392464 413725 419575 432485 490580 509200 516400 613225 637754 661960 671320 691976 827450 839150 864970 981160 1124461 1226450 1275508 1323920 1342640 1383952 1594385 1643443 1654900 1678300 1729940 1962320 2162425 2248922 2452900 2551016 3188770 3286886 3309800 3356600 3459880 4324850 4497844 4905800 5102032 5622305 6377540 6573772 6619600 6713200 6919760 7971925 8217215 8649700 8995688 9811600 11244610 12755080 13147544 15943850 16434430 17299400 17991376 21364759 22489220 25510160 26295088 28111525 31887700 32868860 34598800 41086075 42729518 44978440 56223050 63775400 65737720 82172150 85459036 89956880 106823795 112446100 127550800 131475440 164344300 170918072 213647590 224892200 232918319 328688600 341836144 427295180 449784400 465836638 534118975 657377200 854590360 931673276 1068237950 1164591595 1709180720 1863346552 2136475900 2329183190 3027938147 3726693104 4272951800 4425448061 4658366380 5822957975 6055876294 8545903600 8850896122 9316732760 11645915950 12111752588 15139690735 15605527373 17701792244 18633465520 22127240305 23291831900 24223505176 30279381470 31211054746 35403584488 44254480610 46583663800 48447010352 57530824793 60558762940 62422109492 70807168976 75698453675 78027636865 88508961220 93167327600 110636201525 115061649586 121117525880 124844218984 151396907350 156055273730 177017922440 202871855849 221272403050 230123299172 242235051760 249688437968 287654123965 296505020087 300697549829 302793814700 312110547460 354035844880 390138184325 405743711698 442544806100 460246598344 575308247930 593010040174 601395099658 605587629400 624221094920 780276368650 811487423396 885089612200 920493196688 1014359279245 1150616495860 1186020080348 1202790199316 1211175258800 1248442189840 1438270619825 1482525100435 1503487749145 1560552737300 1622974846792 1770179224400 2028718558490 2301232991720 2372040160696 2405580398632 2876541239650 2965050200870 3006975498290 3121105474600 3245949693584 3854565261131 3909068147777 4057437116980 4602465983440 4744080321392 4811160797264 5071796396225 5713253446751 5753082479300 5930100401740 6013950996580 6242210949200 7412625502175 7517438745725 7709130522262 7818136295554 8114874233960 10143592792450 11426506893502 11506164958600 11860200803480 12027901993160 14825251004350 15034877491450 15418261044524 15636272591108 16229748467920 19272826305655 19545340738885 20146735838543 20287185584900 22853013787004 23012329917200 23720401606960 24055803986320 28566267233755 29650502008700 30069754982900 30836522089048 31272545182216 38545652611310 39090681477770 40293471677086 40574371169800 45706027574008 57132534467510 59301004017400 60139509965800 61673044178096 62545090364432 74272294807763 77091305222620 78181362955540 80586943354172 81148742339600 91412055148016 96364131528275 97726703694425 100733679192715 114265068935020 118602008034800 120279019931600 142831336168775 148544589615526 154182610445240 156362725911080 161173886708344 192728263056550 195453407388850 201467358385430 228530137870040 261907565901059 285662672337550 297089179231052 308365220890480 312725451822160 322347773416688 371361474038815 382787980932317 385456526113100 390906814777700 402934716770860 457060275740080 503668395963575 523815131802118 571325344675100 594178358462104 742722948077630 765575961864634 770913052226200 781813629555400 805869433541720 1007336791927150 1047630263604236 1142650689350200 1188356716924208 1309537829505295 1485445896155260 1531151923729268 1541826104452400 1563627259110800 1611738867083440 1856807370194075 1913939904661585 2014673583854300 2095260527208472 2285301378700400 2619075659010590 2970891792310520 3062303847458536 3713614740388150 3827879809323170 4029347167708600 4190521054416944 4976243752120121 5238151318021180 5941783584621040 6124607694917072 6547689147526475 7427229480776300 7655759618646340 8058694335417200 9569699523307925 9952487504240242 10476302636042360 13095378295052950 14854458961552600 15311519237292680 19139399046615850 19904975008480484 20952605272084720 24881218760600605 26190756590105900 29708917923105200 30623038474585360 38278798093231700 39809950016960968 49762437521201210 52381513180211800 76557596186463400 79619900033921936 99524875042402420 104763026360423600 124406093803003025 153115192372926800 199049750084804840 248812187606006050 398099500169609680 497624375212012100 995248750424024200 1990497500848048400
- Sum of all divisors σ(n): 5506257208750233600
- Sum of proper divisors (its aliquot sum) s(n): 3515759707902185200
- 1990497500848048400 is an abundant number, because the sum of its proper divisors (3515759707902185200) is greater than itself. Its abundance is 1525262207054136800
Bases of 1990497500848048400
- Binary: 11011100111111010101011101110010100000101100111001001000100002
- Hexadecimal: 0x1B9FAAEE5059C910
- Base-36: F4F8H45EFUA8
Squares and roots of 1990497500848048400
- 1990497500848048400 squared (19904975008480484002) is 3962080300882326440877186088742560000
- 1990497500848048400 cubed (19904975008480484003) is 7886510937065554434584712243140436082660386019904000000
-
The
square root of 1990497500848048400 is 1410849921.4473693977 -
The
cube root of 1990497500848048400 is 1257922.4815278919
Scales and comparisons
How big is 1990497500848048400?- 1,990,497,500,848,048,400 seconds is equal to 63,291,663,513 years, 48 weeks, 6 days, 15 hours, 13 minutes, 20 seconds.
-
To count from 1 to 1,990,497,500,848,048,400 would take you about two hundred twenty-one billion, five hundred twenty million, eight hundred twenty-two thousand, two hundred ninety-eight 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 1990497500848048400 cubic inches would be around 104826.9 feet tall.
Recreational maths with 1990497500848048400
- 1990497500848048400 backwards is 0048408480057940991
- 1990497500848048400 is a
Harshad number . - The number of decimal digits it has is: 19
- The sum of 1990497500848048400's digits is 80
- More coming soon!
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The information we have on file for 1990497500848048400 includes mathematical data and numerical statistics calculated using standard algorithms and methods. We are adding more all the time. If there are any features you would like to see, please contact us. Information provided for educational use, intellectual curiosity and fun!
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