38468986735937500

Names of 38468986735937500

• Cardinal: 38468986735937500 can be written as Thirty-eight quadrillion, four hundred sixty-eight trillion, nine hundred eighty-six billion, seven hundred thirty-five million, nine hundred thirty-seven thousand, five hundred.

Scientific notation

• Scientific notation: 3.84689867359375 × 10¹⁶

Factors of 38468986735937500

• Number of distinct prime factors ω(n): 4
• Total number of prime factors Ω(n): 15
• Sum of prime factors: 271

Divisors of 38468986735937500

• Number of divisors d(n): 270
• Complete list of divisors:
  1 2 4 5 10 20 25 50 100 113 125 151 226 250 302 452 500 565 604 625 755 1130 1250 1510 2260 2500 2825 3020 3125 3775 5650 6250 7550 11300 12500 12769 14125 15100 15625 17063 18875 25538 28250 31250 34126 37750 51076 56500 62500 63845 68252 70625 75500 78125 85315 94375 127690 141250 156250 170630 188750 255380 282500 312500 319225 341260 353125 377500 390625 426575 471875 638450 706250 781250 853150 943750 1276900 1412500 1442897 1562500 1596125 1706300 1765625 1887500 1928119 2132875 2359375 2885794 3192250 3531250 3856238 4265750 4718750 5771588 6384500 7062500 7214485 7712476 7980625 8531500 8828125 9437500 9640595 10664375 11796875 14428970 15961250 17656250 19281190 21328750 23593750 28857940 31922500 35312500 36072425 38562380 39903125 42657500 44140625 47187500 48202975 53321875 58984375 72144850 79806250 88281250 96405950 106643750 117968750 144289700 159612500 163047361 176562500 180362125 192811900 199515625 213287500 217877447 235937500 241014875 266609375 326094722 360724250 399031250 435754894 482029750 533218750 652189444 721448500 798062500 815236805 871509788 901810625 964059500 997578125 1066437500 1089387235 1205074375 1333046875 1630473610 1803621250 1995156250 2178774470 2410148750 2666093750 3260947220 3607242500 3990312500 4076184025 4357548940 4509053125 4820297500 4987890625 5332187500 5446936175 6025371875 6665234375 8152368050 9018106250 9975781250 10893872350 12050743750 13330468750 16304736100 18036212500 19951562500 20380920125 21787744700 22545265625 24101487500 24620151511 26660937500 27234680875 30126859375 40761840250 45090531250 49240303022 54469361750 60253718750 81523680500 90181062500 98480606044 101904600625 108938723500 112726328125 120507437500 123100757555 136173404375 150634296875 203809201250 225452656250 246201515110 272346808750 301268593750 407618402500 450905312500 492403030220 509523003125 544693617500 563631640625 602537187500 615503787775 680867021875 753171484375 1019046006250 1127263281250 1231007575550 1361734043750 1506342968750 2038092012500 2254526562500 2462015151100 2547615015625 2723468087500 3012685937500 3077518938875 3404335109375 5095230031250 6155037877750 6808670218750 10190460062500 12310075755500 12738075078125 13617340437500 15387594694375 17021675546875 25476150156250 30775189388750 34043351093750 50952300312500 61550378777500 63690375390625 68086702187500 76937973471875 85108377734375 127380750781250 153875946943750 170216755468750 254761501562500 307751893887500 340433510937500 384689867359375 769379734718750 1538759469437500 1923449336796875 3846898673593750 7693797347187500 9617246683984375 19234493367968750 38468986735937500
• Sum of all divisors σ(n): 85464478714820744
• Sum of proper divisors (its aliquot sum) s(n): 46995491978883244
• 38468986735937500 is an abundant number, because the sum of its proper divisors (46995491978883244) is greater than itself. Its abundance is 8526505242945744

Bases of 38468986735937500

• Binary: 10001000101010110101011011110001010000111100011111011100₂
• Hexadecimal: 0x88AB56F143C7DC
• Base-36: AIS48JARU8S

Squares and roots of 38468986735937500

• 38468986735937500 squared (38468986735937500²) is 1479862940489735310354003906250000
• 38468986735937500 cubed (38468986735937500³) is 56928827828705093564378411277126312255859375000000
• The square root of 38468986735937500 is 196135123.6671736467
• The cube root of 38468986735937500 is 337574.9788193357

Scales and comparisons

• 38,468,986,735,937,500 seconds is equal to 1,223,194,785 years, 42 weeks, 2 days, 7 hours, 31 minutes, 40 seconds.
• To count from 1 to 38,468,986,735,937,500 would take you about three billion, six hundred sixty-nine million, five hundred eighty-four thousand, three hundred fifty-seven 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 38468986735937500 cubic inches would be around 28131.2 feet tall.

Recreational maths with 38468986735937500

• 38468986735937500 backwards is 00573953768986483
• The number of decimal digits it has is: 17
• The sum of 38468986735937500's digits is 91
• More coming soon!