1842162313300006768

Names of 1842162313300006768

• Cardinal: 1842162313300006768 can be written as One quintillion, eight hundred forty-two quadrillion, one hundred sixty-two trillion, three hundred thirteen billion, three hundred million, six thousand, seven hundred sixty-eight.

Scientific notation

• Scientific notation: 1.842162313300006768 × 10¹⁸

Factors of 1842162313300006768

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 194866

Divisors of 1842162313300006768

• Number of divisors d(n): 320
• Complete list of divisors:
  1 2 4 7 8 14 16 28 56 112 127 197 254 337 394 508 674 788 889 1016 1348 1379 1576 1778 2032 2359 2696 2758 3152 3556 4718 5392 5516 7112 9436 10627 11032 14224 18872 21254 22064 25019 37744 42508 42799 50038 66389 74389 85016 85598 100076 132778 148778 170032 171196 175133 183569 200152 265556 297556 299593 342392 350266 367138 400304 464723 531112 595112 599186 684784 700532 734276 929446 1062224 1190224 1198372 1284983 1349629 1401064 1468552 1858892 2093519 2396744 2569966 2699258 2802128 2937104 3581299 3717784 4187038 4793488 5139932 5398516 7162598 7435568 8374076 8431403 9447403 10279864 10797032 14325196 14654633 16748152 16862806 18894806 20559728 21594064 23313263 25069093 28650392 29309266 33496304 33725612 36163093 37789612 46626526 50138186 57300784 58618532 59019821 61862753 67451224 72326186 75579224 93253052 100276372 117237064 118039642 123725506 134902448 144652372 151158448 163192841 186506104 200552744 234474128 236079284 247451012 253141651 265876913 289304744 326385682 373012208 401105488 433039271 454824973 472158568 494902024 506283302 531753826 578609488 652771364 705515903 866078542 909649946 944317136 989804048 1012566604 1063507652 1305542728 1411031806 1732157084 1819299892 1861138391 1950787763 2025133208 2127015304 2611085456 2822063612 3183774811 3464314168 3638599784 3722276782 3901575526 4050266416 4254030608 4592712811 4938611321 5644127224 6367549622 6928628336 7277199568 7444553564 7803151052 7856569631 9185425622 9877222642 11288254448 12186962341 12735099244 13655514341 14889107128 15606302104 15713139262 18370851244 19754445284 24373924682 25470198488 27311028682 29778214256 31212604208 31426278524 32148989677 36741702488 39508890568 48747849364 50940396976 54622057364 54995987417 62852557048 64297979354 73483404976 79017781136 85308736387 89600519681 97495698728 109244114728 109991974834 125705114096 128595958708 170617472774 179201039362 194991397456 218488229456 219983949668 247750045901 257191917416 341234945548 358402078724 384305189311 439967899336 495500091802 514383834832 627203637767 657415476131 682469891096 716804157448 768610378622 879935798672 991000183604 1254407275534 1314830952262 1364939782192 1433608314896 1537220757244 1547744217307 1734250321307 1982000367208 2508814551068 2629661904524 2690136325177 3074441514488 3095488434614 3468500642614 3964000734416 4601908332917 5017629102136 5259323809048 5380272650354 6148883028976 6190976869228 6937001285228 9203816665834 10035258204272 10518647618096 10760545300708 10834209521149 12381953738456 13874002570456 18407633331668 21521090601416 21668419042298 24763907476912 27748005140912 36815266663336 43042181202832 43336838084596 48806759042497 73630533326672 83491765468637 86673676169192 97613518084994 129510848797807 166983530937274 173347352338384 195227036169988 259021697595614 333967061874548 341647313297479 390454072339976 518043395191228 584442358280459 667934123749096 683294626594958 780908144679952 906575941584649 1036086790382456 1168884716560918 1335868247498192 1366589253189916 1813151883169298 2072173580764912 2337769433121836 2733178506379832 3626303766338596 4675538866243672 5466357012759664 7252607532677192 9351077732487344 14505215065354384 16447877797321489 32895755594642978 65791511189285956 115135144581250423 131583022378571912 230270289162500846 263166044757143824 460540578325001692 921081156650003384 1842162313300006768
• Sum of all divisors σ(n): 4144735249840373760
• Sum of proper divisors (its aliquot sum) s(n): 2302572936540366992
• 1842162313300006768 is an abundant number, because the sum of its proper divisors (2302572936540366992) is greater than itself. Its abundance is 460410623240360224

Bases of 1842162313300006768

• Binary: 1100110010000101011001101110100011110110110111101011101110000₂
• Hexadecimal: 0x1990ACDD1EDBD770
• Base-36: DZUO1FQDDSOG

Squares and roots of 1842162313300006768

• 1842162313300006768 squared (1842162313300006768²) is 3393561988542832292399072828845805824
• 1842162313300006768 cubed (1842162313300006768³) is 6251492003141034999527356467050719582667358287613816832
• The square root of 1842162313300006768 is 1357262801.8552658941
• The cube root of 1842162313300006768 is 1225864.9591970939

Scales and comparisons

• 1,842,162,313,300,006,768 seconds is equal to 58,575,063,380 years, 40 weeks, 1 day, 22 hours, 19 minutes, 28 seconds.
• To count from 1 to 1,842,162,313,300,006,768 would take you about two hundred five billion, twelve million, seven hundred twenty-one thousand, eight hundred thirty-two 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 1842162313300006768 cubic inches would be around 102155.4 feet tall.

Recreational maths with 1842162313300006768

• 1842162313300006768 backwards is 8676000033132612481
• The number of decimal digits it has is: 19
• The sum of 1842162313300006768's digits is 61
• More coming soon!