23728657448514375

Names of 23728657448514375

• Cardinal: 23728657448514375 can be written as Twenty-three quadrillion, seven hundred twenty-eight trillion, six hundred fifty-seven billion, four hundred forty-eight million, five hundred fourteen thousand, three hundred seventy-five.

Scientific notation

• Scientific notation: 2.3728657448514375 × 10¹⁶

Factors of 23728657448514375

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 365579

Divisors of 23728657448514375

• Number of divisors d(n): 480
• Complete list of divisors:
  1 3 5 7 9 15 17 21 25 35 45 51 61 63 75 85 105 119 125 153 175 183 225 255 305 315 357 375 425 427 525 549 595 625 765 875 915 1037 1071 1125 1275 1281 1525 1575 1597 1785 1875 2125 2135 2625 2745 2975 3111 3825 3843 4375 4575 4791 5185 5355 5625 6375 6405 7259 7625 7875 7985 8925 9333 10625 10675 11179 13125 13725 14373 14875 15555 19125 19215 21777 22875 23955 25925 26775 27149 31875 32025 33537 36295 38125 39375 39925 44625 46665 53375 55895 65331 68625 71865 74375 77775 81447 95625 96075 97417 100611 108885 114375 119775 129625 133875 135745 160125 167685 181475 190043 199625 223125 233325 244341 266875 279475 292251 326655 343125 359325 363889 388875 407235 480375 487085 503055 544425 570129 598875 648125 669375 678725 681919 800625 838425 876753 907375 950215 998125 1091667 1166625 1221705 1397375 1461255 1633275 1656089 1710387 1796625 1819445 1944375 2036175 2045757 2401875 2435425 2515275 2547223 2722125 2850645 2994375 3275001 3393625 3409595 4192125 4383765 4536875 4751075 4968267 5458335 5833125 6108525 6137271 6186113 6986875 7306275 7641669 8166375 8280445 8551935 8983125 9097225 10180875 10228785 11592623 12177125 12576375 12736115 13610625 14253225 14904801 16375005 16968125 17047975 18558339 20960625 21918825 22197229 22925007 23755375 24841335 27291675 30542625 30686355 30930565 34777869 36531375 38208345 40831875 41402225 42759675 43302791 45486125 50904375 51143925 55675017 57963115 60885625 62881875 63680575 66591687 71266125 74524005 81875025 85239875 92791695 104333607 109594125 110986145 114625035 118776875 124206675 129908373 136458375 152713125 153431775 154652825 155380603 173889345 182656875 191041725 199775061 207011125 213798375 216513955 227430625 255719625 278375085 289815575 318402875 332958435 356330625 372620025 377352893 389725119 409375125 426199375 463958475 466141809 521668035 547970625 554930725 573125175 581130733 621033375 649541865 682291875 767158875 773264125 776903015 869446725 955208625 998875305 1035055625 1068991875 1082569775 1132058679 1278598125 1391875425 1398425427 1449077875 1592014375 1664792175 1743392199 1863100125 1886764465 1948625595 2046875625 2319792375 2330709045 2608340175 2641470251 2774653625 2865625875 2905653665 3105166875 3247709325 3396176037 3835794375 3866320625 3884515075 4067915131 4347233625 4776043125 4994376525 5230176597 5412848875 5660293395 6959377125 6992127135 7245389375 7924410753 8323960875 8716960995 9315500625 9433822325 9743127975 9879222461 11598961875 11653545225 12203745393 13041700875 13207351255 13873268125 14328129375 14528268325 16238546625 16980880185 19422575375 20339575655 21736168125 23773232259 24971882625 26150882985 27064244375 28301466975 29637667383 34796885625 34960635675 35448974713 36611236179 39622053765 41619804375 43584804975 47169111625 48715639875 49396112305 58267726125 61018726965 65208504375 66036756275 69154557227 72641341625 81192733125 84904400925 88913002149 97112876875 101697878275 106346924139 118866161295 124859413125 130754414925 141507334875 148188336915 174803178375 177244873565 183056180895 198110268825 207463671681 217924024875 235845558125 243578199375 246980561525 248142822991 291338630625 305093634825 319040772417 330183781375 345772786135 363206708125 424522004625 444565010745 508489391375 531734620695 594330806475 602632570121 622391015043 653772074625 707536674375 740941684575 744428468973 874015891875 886224367825 915280904475 990551344125 1037318358405 1089620124375 1234902807625 1240714114955 1525468174125 1595203862085 1650918906875 1728863930675 1807897710363 2122610023125 2222825053725 2233285406919 2542446956875 2658673103475 2971654032375 3013162850605 3111955075215 3268860373125 3704708422875 3722142344865 4218427990847 4431121839125 4576404522375 4952756720625 5186591792025 5423693131089 6174514038125 6203570574775 7627340870625 7976019310425 8644319653375 9039488551815 11114125268625 11166427034595 12655283972541 13293365517375 14858270161875 15065814253025 15559775376075 18523542114375 18610711724325 21092139954235 22155609195625 22882022611875 25932958960125 27118465655445 31017852873875 37965851917623 39880096552125 43221598266875 45197442759075 55570626343125 55832135172975 63276419862705 66466827586875 75329071265125 77798876880375 93053558621625 105460699771175 129664794800625 135592328277225 155089264369375 189829259588115 199400482760625 225987213795375 279160675864875 316382099313525 376645356325625 388994384401875 465267793108125 527303498855875 677961641386125 949146297940575 1129936068976875 1395803379324375 1581910496567625 2636517494279375 3389808206930625 4745731489702875 7909552482838125 23728657448514375
• Sum of all divisors σ(n): 52710297054180480
• Sum of proper divisors (its aliquot sum) s(n): 28981639605666105
• 23728657448514375 is an abundant number, because the sum of its proper divisors (28981639605666105) is greater than itself. Its abundance is 5252982157151730

Bases of 23728657448514375

• Binary: 1010100010011010001011010010110001101110011001101000111₂
• Hexadecimal: 0x544D1696373347
• Base-36: 6HN3UQT2CZR

Squares and roots of 23728657448514375

• 23728657448514375 squared (23728657448514375²) is 563049184308936729053894581640625
• 23728657448514375 cubed (23728657448514375³) is 13360401221132194673004362988060757491056396484375
• The square root of 23728657448514375 is 154041090.1302453617
• The cube root of 23728657448514375 is 287358.7255941089

Scales and comparisons

• 23,728,657,448,514,375 seconds is equal to 754,497,909 years, 15 weeks, 6 days, 10 hours, 26 minutes, 15 seconds.
• To count from 1 to 23,728,657,448,514,375 would take you about two billion, two hundred sixty-three million, four hundred ninety-three thousand, seven hundred twenty-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 23728657448514375 cubic inches would be around 23946.6 feet tall.

Recreational maths with 23728657448514375

• 23728657448514375 backwards is 57341584475682732
• The number of decimal digits it has is: 17
• The sum of 23728657448514375's digits is 81
• More coming soon!