133873998425553925

Names of 133873998425553925

• Cardinal: 133873998425553925 can be written as One hundred thirty-three quadrillion, eight hundred seventy-three trillion, nine hundred ninety-eight billion, four hundred twenty-five million, five hundred fifty-three thousand, nine hundred twenty-five.

Scientific notation

• Scientific notation: 1.33873998425553925 × 10¹⁷

Factors of 133873998425553925

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 21627

Divisors of 133873998425553925

• Number of divisors d(n): 432
• Complete list of divisors:
  1 5 7 11 25 31 35 55 77 121 155 175 181 217 275 341 385 605 775 847 905 961 1085 1267 1705 1861 1925 1991 2387 3025 3751 4235 4525 4805 5425 5611 6335 6727 8525 9305 9955 10571 11935 13027 13937 18755 19531 20471 21175 21901 24025 26257 28055 31675 33635 39277 46525 49775 52855 57691 59675 61721 65135 69685 73997 93775 97655 102355 109505 116281 131285 136717 140275 143297 153307 168175 173941 196385 214841 225181 264275 288455 308605 325675 336841 348425 369985 403837 432047 488275 511775 547525 581405 605461 634601 656425 678931 683585 716485 766535 813967 869705 981925 1074205 1125905 1217587 1442275 1503887 1543025 1576267 1684205 1788421 1849925 1913351 2019185 2160235 2357887 2363251 2907025 3027305 3173005 3394655 3417925 3535111 3582425 3705251 3832675 4069835 4238227 4348525 4442207 4752517 5371025 5629525 6087935 6660071 6980611 7519435 7881335 8421025 8942105 9566755 10095925 10442071 10801175 11789435 11816255 12518947 13393457 15136525 15865025 16542757 16973275 17675555 18526255 18769291 19672631 20349175 21046861 21191135 22211035 23762585 24745777 25936757 30439675 33300355 34903055 36347191 37597175 38886221 39406675 40757761 44710525 46620497 47833775 48864277 52210355 58947175 59081275 62594735 66967285 73094497 73260781 82713785 88377775 92631275 93846455 98363155 105234305 105955675 109588441 111055175 114862781 118812925 123728885 129683785 131385037 137708417 147328027 166501775 174515275 181735955 194431105 203788805 206462201 216398941 233102485 244321385 254430337 261051775 272203547 285304327 312973675 323704201 334836425 365472485 366303905 399819101 413568925 427748431 469232275 491815775 512825467 526171525 547942205 574313905 618644425 648418925 656925185 688542085 736640135 767119087 804039467 908679775 972155525 1018944025 1032311005 1081994705 1126762921 1165512425 1205472851 1221606925 1263490591 1272151685 1361017735 1426521635 1445235407 1514792587 1618521005 1827362425 1831519525 1999095505 2138742155 2265929407 2271084211 2564127335 2739711025 2798733707 2871569525 2994239017 3284625925 3397241671 3442710425 3560746211 3683200675 3835595435 4020197335 4398010111 5161555025 5409973525 5633814605 6027364255 6317452955 6360758425 6578841571 6805088675 7132608175 7226177035 7573962935 7887340447 8092605025 8438309957 8844434137 9995477525 10693710775 11329647035 11355421055 12394392131 12820636675 13260201361 13993668535 14971195085 15897589477 16986208355 17803731055 19177977175 20100986675 21990050555 23780691697 24925223477 28169073025 30136821275 30786070777 31587264775 32894207855 34929650551 36130885175 37369658381 37869814675 39168208321 39436702235 42191549785 44222170685 46051890997 56648235175 56777105275 61971960655 66301006805 69968342675 72367257281 74855975425 79487947385 84931041775 86760744917 89018655275 92821409527 109950252775 118903458485 124626117385 136338313441 153930353885 164471039275 174648252755 186848291905 195841041605 197183511175 203944088701 210957748925 221110853425 230259454985 244507553857 261587608667 274177458247 309859803275 331505034025 361836286405 384226156061 397439736925 411066242191 433803724585 464107047635 506570800967 594517292425 623130586925 681691567205 769651769425 796039830091 873241263775 934241459525 954368194087 979205208025 1019720443505 1151297274925 1222537769285 1307938043335 1370887291235 1427608620907 1809181432025 1921130780305 2055331210955 2169018622925 2243384975711 2320535238175 2532854004835 2689583092427 2877463695337 3408457836025 3980199150455 4226487716671 4771840970435 5098602217525 5572278810637 6112688846425 6322266749731 6539690216675 6854436456175 7138043104535 9605653901525 10276656054775 11216924878555 12664270024175 13447915462135 14387318476685 15703694829977 19900995752275 21132438583355 23859204852175 24677234732821 27861394053185 29585414016697 31611333748655 35690215522675 44255867248117 56084624392775 67239577310675 69544934247041 71936592383425 78518474149885 105662192916775 123386173664105 139306970265925 147927070083485 158056668743275 172740643129747 221279336240585 347724671235205 392592370749425 486814539729287 616930868320525 739635350417425 764994276717451 863703215648735 1106396681202925 1738623356176025 2434072698646435 3824971383587255 4318516078243675 5354959937022157 12170363493232175 19124856917936275 26774799685110785 133873998425553925
• Sum of all divisors σ(n): 216795543516080256
• Sum of proper divisors (its aliquot sum) s(n): 82921545090526331
• 133873998425553925 is a deficient number, because the sum of its proper divisors (82921545090526331) is less than itself. Its deficiency is 50952453335027594

Bases of 133873998425553925

• Binary: 111011011100111011011000100111000110100001111110000000101₂
• Hexadecimal: 0x1DB9DB138D0FC05
• Base-36: 10M6DDUID6H1

Squares and roots of 133873998425553925

• 133873998425553925 squared (133873998425553925²) is 17922247454445214789780443082905625
• 133873998425553925 cubed (133873998425553925³) is 2399322927498786524937057308979138917608339123328125
• The square root of 133873998425553925 is 365887958.8419847481
• The cube root of 133873998425553925 is 511562.5515983691

Scales and comparisons

• 133,873,998,425,553,925 seconds is equal to 4,256,779,050 years, 24 weeks, 1 day, 20 hours, 5 minutes, 25 seconds.
• To count from 1 to 133,873,998,425,553,925 would take you about twelve billion, seven hundred seventy million, three hundred thirty-seven thousand, one hundred fifty-one 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 133873998425553925 cubic inches would be around 42630.2 feet tall.

Recreational maths with 133873998425553925

• 133873998425553925 backwards is 529355524899378331
• The number of decimal digits it has is: 18
• The sum of 133873998425553925's digits is 91
• More coming soon!