132496688338944

Names of 132496688338944

• Cardinal: 132496688338944 can be written as One hundred thirty-two trillion, four hundred ninety-six billion, six hundred eighty-eight million, three hundred thirty-eight thousand, nine hundred forty-four.

Scientific notation

• Scientific notation: 1.32496688338944 × 10¹⁴

Factors of 132496688338944

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 18
• Sum of prime factors: 214

Divisors of 132496688338944

• Number of divisors d(n): 648
• Complete list of divisors:
  1 2 3 4 6 8 12 16 19 24 32 38 48 57 59 64 76 96 114 118 128 131 152 177 192 228 236 256 262 304 354 361 384 393 456 472 512 524 608 708 722 768 786 912 944 1024 1048 1083 1121 1216 1416 1444 1536 1572 1824 1888 2048 2096 2166 2242 2432 2489 2832 2888 3072 3144 3363 3481 3648 3776 4192 4332 4484 4864 4978 5664 5776 6144 6288 6726 6962 7296 7467 7552 7729 8384 8664 8968 9728 9956 10443 11328 11552 12576 13452 13924 14592 14934 15104 15458 16768 17161 17328 17936 19456 19912 20886 21299 22656 23104 23187 25152 26904 27848 29184 29868 30208 30916 33536 34322 34656 35872 38912 39824 41772 42598 45312 46208 46374 47291 50304 51483 53808 55696 58368 59736 60416 61832 63897 66139 67072 68644 69312 71744 79648 83544 85196 90624 92416 92748 94582 100608 102966 107616 111392 116736 119472 120832 123664 127794 132278 134144 137288 138624 141873 143488 146851 159296 167088 170392 181248 184832 185496 189164 198417 201216 205932 215232 222784 238944 247328 255588 264556 268288 274576 277248 283746 286976 293702 318592 326059 334176 340784 362496 369664 370992 378328 396834 402432 411864 430464 440553 445568 456011 477888 494656 511176 529112 549152 554496 567492 573952 587404 637184 652118 668352 681568 739328 741984 756656 793668 804864 823728 860928 881106 891136 912022 955776 978177 989312 1012499 1022352 1058224 1098304 1108992 1134984 1147904 1174808 1256641 1274368 1304236 1336704 1363136 1368033 1483968 1513312 1587336 1647456 1721856 1762212 1782272 1824044 1911552 1956354 1978624 2024998 2044704 2116448 2196608 2217984 2269968 2295808 2349616 2513282 2548736 2608472 2673408 2726272 2736066 2790169 2967936 3026624 3037497 3174672 3294912 3443712 3524424 3564544 3648088 3769923 3823104 3912708 3957248 4049996 4089408 4232896 4393216 4539936 4699232 5026564 5097472 5216944 5346816 5452544 5472132 5580338 5935872 6053248 6074994 6195121 6349344 6589824 6887424 7048848 7129088 7296176 7539846 7646208 7825416 7914496 8099992 8178816 8370507 8465792 8664209 8786432 9079872 9398464 10053128 10433888 10693632 10905088 10944264 11160676 11871744 12106496 12149988 12390242 12698688 13179648 14097696 14592352 15079692 15292416 15650832 15828992 16199984 16357632 16741014 16931584 17328418 17572864 18159744 18585363 18796928 19237481 20106256 20867776 21387264 21810176 21888528 22321352 23743488 24212992 24299976 24780484 25397376 25992627 26359296 28195392 29184704 30159384 31301664 32399968 32715264 33482028 33863168 34656836 35145728 36319488 37170726 37593856 38474962 40212512 41735552 43620352 43777056 44642704 47486976 48425984 48599952 49560968 50794752 51985254 52718592 56390784 57712443 58369408 59737441 60318768 62603328 64799936 65430528 66964056 67726336 69313672 72638976 74341452 75187712 76949924 80425024 83471104 87554112 89285408 96851968 97199904 99121936 101589504 103970508 105437184 112781568 115424886 116738816 119474882 120637536 125206656 129599872 130861056 133928112 135452672 138627344 145277952 148682904 150375424 153899848 160850048 164619971 166942208 175108224 178570816 179212323 194399808 198243872 203179008 207941016 225563136 230849772 233477632 238949764 241275072 250413312 259199744 267856224 277254688 290555904 297365808 300750848 307799696 321700096 329239942 333884416 350216448 357141632 358424646 365512139 388799616 396487744 406358016 415882032 451126272 461699544 466955264 477899528 482550144 493859913 500826624 518399488 535712448 554509376 594731616 615599392 643400192 658479884 667768832 700432896 714283264 716849292 731024278 777599232 792975488 831764064 902252544 923399088 933910528 955799056 965100288 987719826 1001653248 1036798976 1071424896 1096536417 1109018752 1135011379 1189463232 1231198784 1286800384 1316959768 1400865792 1428566528 1433698584 1462048556 1555198464 1585950976 1663528128 1846798176 1911598112 1930200576 1975439652 2003306496 2073597952 2142849792 2193072834 2218037504 2270022758 2378926464 2462397568 2573600768 2633919536 2801731584 2857133056 2867397168 2924097112 3110396928 3171901952 3327056256 3405034137 3693596352 3823196224 3860401152 3950879304 4285699584 4386145668 4436075008 4540045516 4757852928 4924795136 5267839072 5714266112 5734794336 5848194224 6220793856 6343803904 6654112512 6810068274 7387192704 7646392448 7720802304 7901758608 8571399168 8772291336 8872150016 9080091032 9515705856 9849590272 10535678144 11469588672 11696388448 12687607808 13308225024 13620136548 14774385408 15292784896 15803517216 17142798336 17544582672 17744300032 18160182064 19031411712 19699180544 21071356288 21565216201 22939177344 23392776896 26616450048 27240273096 29548770816 30585569792 31607034432 35089165344 36320364128 38062823424 39398361088 42142712576 43130432402 45878354688 46785553792 53232900096 54480546192 59097541632 61171139584 63214068864 64695648603 70178330688 72640728256 84285425152 86260864804 91756709376 93571107584 108961092384 118195083264 122342279168 126428137728 129391297206 140356661376 145281456512 168570850304 172521729608 183513418752 187142215168 217922184768 252856275456 258782594412 280713322752 290562913024 337141700608 345043459216 367026837504 374284430336 435844369536 505712550912 517565188824 561426645504 581125826048 690086918432 748568860672 871688739072 1011425101824 1035130377648 1122853291008 1162251652096 1380173836864 1743377478144 2070260755296 2245706582016 2324503304192 2760347673728 3486754956288 4140521510592 5520695347456 6973509912576 8281043021184 11041390694912 16562086042368 22082781389824 33124172084736 44165562779648 66248344169472 132496688338944
• Sum of all divisors σ(n): 382151124040140
• Sum of proper divisors (its aliquot sum) s(n): 249654435701196
• 132496688338944 is an abundant number, because the sum of its proper divisors (249654435701196) is greater than itself. Its abundance is 117157747362252

Bases of 132496688338944

• Binary: 11110001000000101001010000010101101100000000000₂
• Hexadecimal: 0x78814A0AD800
• Base-36: 1AYS4Z9UYO

Squares and roots of 132496688338944

• 132496688338944 squared (132496688338944²) is 17555372420787258949827035136
• 132496688338944 cubed (132496688338944³) is 2326028708311142313241757025869804165136384
• The square root of 132496688338944 is 11510720.5829584795
• The cube root of 132496688338944 is 50980.2163864935

Scales and comparisons

• 132,496,688,338,944 seconds is equal to 4,212,984 years, 44 weeks, 1 day, 9 hours, 42 minutes, 24 seconds.
• To count from 1 to 132,496,688,338,944 would take you about ten million, five hundred thirty-two thousand, four hundred sixty-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 132496688338944 cubic inches would be around 4248.4 feet tall.

Recreational maths with 132496688338944

• 132496688338944 backwards is 449833886694231
• The number of decimal digits it has is: 15
• The sum of 132496688338944's digits is 78
• More coming soon!