131133648931624472

Names of 131133648931624472

• Cardinal: 131133648931624472 can be written as One hundred thirty-one quadrillion, one hundred thirty-three trillion, six hundred forty-eight billion, nine hundred thirty-one million, six hundred twenty-four thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 1.31133648931624472 × 10¹⁷

Factors of 131133648931624472

• Number of distinct prime factors ω(n): 4
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 4535

Divisors of 131133648931624472

• Number of divisors d(n): 336
• Complete list of divisors:
  1 2 4 7 8 14 19 28 38 49 56 76 98 133 152 196 266 343 361 392 532 686 722 931 1064 1372 1444 1862 2401 2527 2744 2888 3724 4507 4802 5054 6517 6859 7448 9014 9604 10108 13034 13718 16807 17689 18028 19208 20216 26068 27436 31549 33614 35378 36056 45619 48013 52136 54872 63098 67228 70756 85633 91238 96026 117649 123823 126196 134456 141512 171266 182476 192052 220843 235298 247646 252392 319333 336091 342532 364952 384104 441686 470596 495292 599431 638666 672182 685064 866761 883372 941192 990584 1198862 1277332 1344364 1545901 1627027 1733522 1766744 2235331 2352637 2397724 2554664 2688728 3091802 3254054 3467044 4196017 4470662 4705274 4795448 6067327 6183604 6508108 6934088 8392034 8941324 9410548 10821307 11389189 12134654 12367208 13016216 16468459 16784068 17882648 18821096 20313049 21642614 22778378 24269308 29372119 30913513 32936918 33568136 40626098 42471289 43285228 45556756 48538616 58744238 61827026 65873836 75749149 79724323 81252196 84942578 86570456 91113512 115279213 117488476 123654052 131747672 142191343 151498298 159448646 162504392 169885156 205604833 216394591 230558426 234976952 247308104 284382686 302996596 318897292 339770312 385947931 411209666 432789182 461116852 530244043 558070261 568765372 605993192 637794584 771895862 806954491 822419332 865578364 922233704 995339401 1060488086 1116140522 1137530744 1439233831 1514762137 1543791724 1613908982 1644838664 1731156728 1990678802 2120976172 2232281044 2701635517 2878467662 3029524274 3087583448 3227817964 3906491827 3981357604 4241952344 4464562088 5403271034 5756935324 6059048548 6455635928 6967375807 7333010689 7812983654 7962715208 10074636817 10603334959 10806542068 11513870648 12118097096 13934751614 14666021378 15625967308 18911448619 20149273634 21206669918 21613084136 27345442789 27869503228 29332042756 31251934616 37822897238 40298547268 42413339836 48771630649 51331074823 54690885578 55739006456 58664085512 74223344713 75645794476 80597094536 84826679672 97543261298 102662149646 109381771156 132380140333 139327203091 148446689426 151291588952 191418099523 195086522596 205324299292 218763542312 264760280666 278654406182 296893378852 341401414543 359317523761 382836199046 390173045192 410648598584 519563412991 529520561332 557308812364 593786757704 682802829086 718635047522 765672398092 926660982331 975290421637 1039126825982 1059041122664 1114617624728 1365605658172 1437270095044 1531344796184 1853321964662 1950580843274 2078253651964 2389809901801 2515222666327 2731211316344 2874540190088 3636943890937 3706643929324 3901161686548 4156507303928 4779619803602 5030445332654 6486626876317 6827032951459 7273887781874 7413287858648 7802323373096 9559239607204 10060890665308 12973253752634 13654065902918 14547775563748 17606558664289 19118479214408 20121781330616 25946507505268 27308131805836 29095551127496 35213117328578 45406388134219 47789230660213 51893015010536 54616263611672 70426234657156 90812776268438 95578461320426 123245910650023 140852469314312 181625552536876 191156922640852 246491821300046 334524614621491 363251105073752 382313845281704 492983642600092 669049229242982 862721374550161 985967285200184 1338098458485964 1725442749100322 2341672302350437 2676196916971928 3450885498200644 4683344604700874 6901770996401288 9366689209401748 16391706116453059 18733378418803496 32783412232906118 65566824465812236 131133648931624472
• Sum of all divisors σ(n): 302855743636781400
• Sum of proper divisors (its aliquot sum) s(n): 171722094705156928
• 131133648931624472 is an abundant number, because the sum of its proper divisors (171722094705156928) is greater than itself. Its abundance is 40588445773532456

Bases of 131133648931624472

• Binary: 111010001111000010101101111100010101010111001011000011000₂
• Hexadecimal: 0x1D1E15BE2AB9618
• Base-36: ZV6ZYO3EOEW

Squares and roots of 131133648931624472

• 131133648931624472 squared (131133648931624472²) is 17196033882122536026791868829278784
• 131133648931624472 cubed (131133648931624472³) is 2254978670114576118131161361581768806894137284802048
• The square root of 131133648931624472 is 362123803.3209422593
• The cube root of 131133648931624472 is 508047.9641038243

Scales and comparisons

• 131,133,648,931,624,472 seconds is equal to 4,169,644,413 years, 6 days, 5 hours, 54 minutes, 32 seconds.
• To count from 1 to 131,133,648,931,624,472 would take you about twelve billion, five hundred eight million, nine hundred thirty-three thousand, two hundred thirty-nine 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 131133648931624472 cubic inches would be around 42337.3 feet tall.

Recreational maths with 131133648931624472

• 131133648931624472 backwards is 274426139846331131
• The number of decimal digits it has is: 18
• The sum of 131133648931624472's digits is 68
• More coming soon!