Arrhenius may refer to Carl Axel Arrhenius 1757 1824 , Swedish chemist and discoverer of the element yttrium Niklas Arrhenius , Swedish discus thrower Svante Arrhenius 1859 1927 , Swedish physical chemist and 1903 Nobel laureate Arrhenius equation , a formula for modeling the temperature dependence of reaction rate constant s. Arrhenius lunar crater , named for Svante Arrhenius 5697 Arrhenius , main belt asteroid, named for Svante Arrhenius Surname de Arrhenius es Arrhenius desambiguaci n fr Arrhenius no Arrhenius pt Arrhenius desambigua o sv Arrhenius ... more details
ions. The dissertation was not very impressive to the professors at Uppsala, but Arrhenius sent it to a number ...For the Lunar or Martian meteor craters Arrhenius crater Infobox scientist name Svante Arrhenius image ... Oskar Benjamin Klein known for Arrhenius equation br Dissociation chemistry Theory of ionic dissociation br Acid base reactions Arrhenius definition Acid base theory prizes nowrap Nobel Prize for Chemistry 1903 br Franklin Medal 1920 religion footnotes Svante August Arrhenius 19 February 1859 2 October ... in 1903. The Arrhenius equation , Moon lunar Impact crater crater Arrhenius lunar crater Arrhenius and the Arrhenius Labs at Stockholm University are named after him. Biography Early years Arrhenius ... of Svante Gustav and Carolina Thunberg Arrhenius. His father had been a surveying land surveyor for Uppsala University , moving up to a supervisory position. At the age of three, Arrhenius taught ... in his account books, became an arithmetic al child prodigy prodigy . In later life, Arrhenius ... is a conductor material conductor , but solutions of salts in water are. Arrhenius explanation was that in forming ... of electrolysis Arrhenius proposed that, even in the absence of an electric current, solutions ... even came to Uppsala to persuade Arrhenius to join his research team. Arrhenius declined, however ... received an appointment at Uppsala. In an extension of his ion ionic theory Arrhenius proposed .... Middle period Arrhenius next received a travel grant from the Swedish Academy of Sciences ... Arrhenius explained the fact that most reactions require added heat energy to proceed by formulating .... The Arrhenius equation gives the quantitative basis of the relationship between the activation ... , with whom he had two daughters and a son. About 1900, Arrhenius became involved in setting up the Nobel ... Press, 2008, ref In 1901 Arrhenius was elected to the Swedish Academy of Sciences, against ... of the Royal Society in 1910. ref http www.royalsoc.ac.uk page.asp?id 5971 Fellow of the month Arrhenius ... more details
An Arrhenius plot displays the logarithm of kinetic constants math ln k math , ordinate axis plotted against inverse temperature math 1 T math , abscissa . Arrhenius plots are often used to analyze the effect of temperature on the rates of chemical reactions. For a single rate limited thermally activated process, an Arrhenius plot gives a straight line, from which the activation energy and the pre exponential factor can both be determined. style float right Example br Nitrogen dioxide decay center 2 NO sub 2 sub 2 NO O sub 2 sub center Image NO2 Arrhenius k against T.svg thumb Conventional plot br k against T Image NO2 Arrhenius lnk against T 1.svg thumb Arrhenius plot br ln k against 1 T The Arrhenius equation can be given in the form math k A e E a RT math or alternatively math k A e E a k B T math The only difference is the energy units the former form uses energy mole unit mole , which is common in chemistry, while the latter form uses energy directly, which is common in physics. The different units are accounted for in using either math R math Gas constant or Boltzmanns constant math k B math . The former form can be written equivalently as math ln k ln A frac E a R left frac 1 T right math Where math k math Rate constant math A math Pre exponential factor math E a math Activation energy math R math Gas constant math T math Absolute temperature , K When plotted in the manner described above, the value of the y intercept will correspond to math ln A math , and the gradient of the line will be equal to math E a R math . The pre exponential factor, A, is a constant of proportionality that takes into account a number of factors such as the frequency of collision between and the orientation of the reacting particles. The expression math e E a RT math represents the fraction ... at a particular temperature. See also Arrhenius equation Eyring equation Category Chemical kinetics Category Plots graphics ar de Arrheniusgraph hu Arrhenius g rbe ... more details
The Arrhenius equation is a simple, but remarkably accurate, formula for the temperature dependence of the reaction ... goldbook.iupac.org A00446.html Arrhenius equation IUPAC Goldbook definition ref The equation was first ... in 1889, the Swedish chemist Svante Arrhenius provided a physical justification and interpretation ... processes reactions. A historically useful generalization supported by the Arrhenius equation is that, for many ... Celsius increase in temperature. Overview In short, the Arrhenius equation gives the dependence ... temperature kelvin s and activation energy ref http goldbook.iupac.org A00102.html Arrhenius activation ... factor or attempt frequency of the reaction. Most simply, k is the number of collisions that result in a reaction per second, A is the total number of collisions leading to a reaction or not per ... authors define a modified Arrhenius equation , ref http goldbook.iupac.org M03963.html IUPAC Goldbook definition of modified Arrhenius equation ref that makes explicit the temperature dependence of the pre exponential factor. If one allows arbitrary temperature dependence of the prefactor, the Arrhenius ... power. Clearly the original Arrhenius expression above corresponds to n 0. Fitted rate ... experiment such as density dependence , there is no obstacle to incisive tests of the Arrhenius ... E a RT right beta right math where is a unitless number of order 1. This is typically regarded as a fudge ... . Taking the natural logarithm of the Arrhenius equation yields math ln k frac E a R frac 1 T ln A math So, when a reaction has a rate constant that obeys the Arrhenius equation, a plot of ln k versus ... partial ln k partial 1 T right P math Kinetic theory s interpretation of Arrhenius equation Arrhenius ... to an expression very similar to the Arrhenius equation. Transition state theory Another Arrhenius ... up with an expression that again takes the form of an Arrhenius exponential multiplied by a slowly ... and of the activated complex. Limitations of the idea of Arrhenius activation energy Both ... more details
Infobox Planet minorplanet yes width 25em bgcolour FFFFC0 apsis name Arrhenius symbol image caption discovery yes discovery ref discoverer Cornelis Johannes van Houten , Ingrid van Houten Groeneveld and Tom Gehrels discovery site Palomar Observatory discovered September 24, 1960 designations yes mp name 5697 alt names 6766 P L named after Svante Arrhenius mp category orbit ref epoch May 14, 2008 aphelion 3.3453724 perihelion 2.9451334 semimajor eccentricity 0.0636259 period 2037.4256990 avg speed inclination 13.69706 asc node 170.73264 mean anomaly 257.77820 arg peri 116.99899 satellites physical characteristics yes dimensions mass density surface grav escape velocity sidereal day axial tilt pole ecliptic lat pole ecliptic lon albedo 0.0774 temperatures temp name1 mean temp 1 max temp 1 temp name2 max temp 2 spectral type abs magnitude 12.0 5697 Arrhenius 6766 P L is a Asteroid belt main belt asteroid discovered on September 24, 1960 by Cornelis Johannes van Houten , Ingrid van Houten Groeneveld and Tom Gehrels at Palomar Observatory . External links http ssd.jpl.nasa.gov sbdb.cgi?sstr 5697 Arrhenius JPL Small Body Database Browser on 5697 Arrhenius MinorPlanets Navigator 5696 Ibsen 5698 Nolde MinorPlanets Footer DEFAULTSORT Arrhenius Category Main Belt asteroids Category Asteroids named for people Category Discoveries by Cornelis Johannes van Houten Category Discoveries by Ingrid van Houten Groeneveld Category Discoveries by Tom Gehrels Category Astronomical objects discovered in 1960 beltasteroid stub fa it 5697 Arrhenius la 5697 Arrhenius hu 5697 Arrhenius pl 5697 Arrhenius pt 5697 Arrhenius uk 5697 vi 5697 Arrhenius yo 5697 Arrhenius ... more details
Niklas Arrhenius born September 10, 1982 in Provo, Utah is a competitor in the discus throw who won the Swedish competition in this event in 2004 and 2006. He was also Sweden s discus competitor at the Athletics at the 2008 Summer Olympics Men s discus throw 2008 Summer Olympics . Arrhenius is the son of Anders Arrhenius who was a professional shot put competitor in Sweden. Niklas younger brother, Leif Arrhenius is also a thrower. Arrhenius was raised in Utah but has dual citizenship. He attended Brigham Young University where he was on the track and field team. Arrhenius is a The Church of Jesus Christ of Latter day Saints Latter day Saint . He served as an LDS missionary in the Sweden Stockholm Mission LDS Church Mission . Achievements AchievementTable colspan 5 Representing SWE 2006 2006 European Athletics Championships European Championships Gothenburg, Sweden 21st 2006 European Athletics Championships Men s discus throw 56.62 m 2008 Athletics at the 2008 Summer Olympics Olympic Games Beijing , PR China 32nd Athletics at the 2008 Summer Olympics Men s discus throw 58.22 m Personal bests Discus Throw 65.77 m 2007 Shot Put 19.75 2010 , 19.91 m indoor 2004 While competing for Mountain View High School Utah Mountain View High School in Orem, Utah , Niklas was the United States high school national records in track and field National High School Record Holder for the discus for eight years, with a throw of 234 3 breaking the previous record by nearly nine feet. References iaaf name id 176723 http mormontimes.com MITN sports.php?id 1824 Mormon Times , August 25th, 2008 http mormontimes.com MITN sports.php?id 1221 Mormon Times , June 2nd, 2008 Persondata Metadata see Wikipedia Persondata . NAME Arrhenius, Niklas ALTERNATIVE NAMES SHORT DESCRIPTION Athletics sport competitor ... PLACE OF DEATH DEFAULTSORT Arrhenius, Niklas Category 1982 births Category Living people Category ... national record holder sweden athletics bio stub fi Niklas Arrhenius sv Niklas Arrhenius ... more details
refimprove date August 2008 Lt. Carl Axel Arrhenius 1757 1824 was a Swedish chemist. He is most widely known as the discoverer of the element Yttrium . Arrhenius was born in Stockholm . He was interested in mineralogy and chemistry after he met Peter Jacob Hjelm at the Swedish Royal Mint laboratory. Arrhenius was a lieutenant at the Svea artilleriregemente stationed in Vaxholm he took part in the campaign in Finland in 1788. He was promoted to Feldzeugmeister and Lieutenant Colonel at the Svea artilleriregemente and was handed the command in 1816 of the manufacture of powder in the kingdom. His chemistry studies started at the Royal Mint s Kungliga Myntet laboratory, where he studied the characteristics of powder as an artillery officer. During his visit to Paris in 1787 88 he met Antoine Lavoisier , the father of modern chemistry , and upon his return to Sweden became an ardent defender of the revolutionary teachings in chemistry promoted by Antoine Lavoisier. During his time in Vaxholm he also visited the feldspar mine in Ytterby on the island of Resar n near Vaxholm. He found a dark mineral which he named ytterbite and sent to Johan Gadolin at the University of bo for further analysis. Arrhenius was a member of the Royal Swedish Academy of War Sciences from 1799 and of the Royal Swedish Academy of Sciences from 1817. External links http elements.vanderkrogt.net element.php?sym Y Yttrium BR Persondata Metadata see Wikipedia Persondata . NAME Arrhenius, Carl Axel ALTERNATIVE NAMES SHORT DESCRIPTION DATE OF BIRTH 1757 PLACE OF BIRTH sweden DATE OF DEATH 1824 PLACE OF DEATH DEFAULTSORT Arrhenius, Carl Axel Category 1757 births Category 1824 deaths Category People from Stockholm Category Swedish chemists Category Members of the Royal Swedish Academy of Sciences Sweden scientist stub chemist stub de Carl Axel Arrhenius it Carl Axel Arrhenius pt Carl Axel Arrhenius sv Carl Axel Arrhenius vi Carl Axel Arrhenius ... more details
lunar crater data latitude 55.6 N or S N longitude 91.3 E or W E diameter 40 km depth Unknown colong 269 eponym Svante Arrhenius Arrhenius is a moon lunar impact crater that is located just on the Far side Moon far side of the Moon , near the southwest limb. In this location the vicinity of the crater can be viewed during favorable libration s, although it is viewed from on edge. To the south southeast is the worn crater Blanchard crater Blanchard , and De Roy crater De Roy lies further to the west. The outer wall of Arrhenius has been somewhat worn and eroded due to a history of minor impacts, leaving the rim rounded and low. There is a knotch in the rim to the north northwest, and an outward bulge along the southeast face. A small craterlet lies across the southwestern rim. The inner floor is relatively flat and free of features of interest. The mid point lacks a central peak. Satellite craters By convention these features are identified on lunar maps by placing the letter on the side of the crater mid point that is closest to Arrhenius. class wikitable width 25 style background eeeeee Arrhenius width 25 style background eeeeee Latitude width 25 style background eeeeee Longitude width 25 style background eeeeee Diameter align center J align center 57.6 S align center 88.3 W align center 18 km The following craters have been renamed by the International Astronomical Union IAU . Arrhenius P &mdash See Blanchard crater . References Lunar crater references Category Impact craters on the Moon Moon crater stub da Arrhenius m nekrater de Arrhenius Mondkrater fr Arrhenius crat re lunaire sv Arrhenius m nkrater ... more details
S number may refer to Meter Point Administration Number , often referred to as Supply Number or S Number, a 21 digit number used in Great Britain to uniquely identify electricity supply points S number wool , an international scale measuring the fineness of the threads in woven wool. Singular value , in mathematics, the square root of an eigenvalue of a nonnegative self adjoint operator. disambig ... more details
T number or T number may refer to A numerical system for the glyphs within the Pre Columbian Mayan script, see J. Eric S. Thompson . Dvorak technique , a system to subjectively estimate tropical cyclone intensity capsid T number Viral capsid T number , a system to describe the icosahedral surface quasi symmetry pattern In music, the transposition of a tone row disambig ... more details
other uses A number is a mathematical object used to counting count and measurement measure . In mathematics , the definition of number has been extended over the years to include such numbers as 0 number zero , negative number s, rational number s, irrational number s, and complex number s. Mathematical ... and produce a number as output. Unary operation s take a single input number and produce a single output number. For example, the successor ordinal successor operation adds one to an integer, thus the successor of 4 is 5. Binary operation s take two input numbers and produce a single output number. Examples ... symbol that represents a number is called a Numeral system numeral . In addition to their use in counting and measuring, numerals are often used for labels telephone number s , for ordering serial number s , and for codes e.g., ISBN s . In common use, the word number can mean the abstract object, the symbol, or the numeral linguistics word for the number. Classification of numbers See also List ... mathematics sets , called number system s. For different methods of expressing numbers with symbols ... width 400px height 200px Important number systems math mathbb N math Natural 0, 1, 2, 3, 4, ... or 1 ... numbers Main Natural number The most familiar numbers are the natural number s or counting numbers ... considered a number for the Ancient Greeks . However, in the 19th century, set theory set theorists ... 0 is thus the smallest cardinal number in the set of natural numbers. citation needed date March ..., 7, 8, and 9. In this base ten system, the rightmost digit of a natural number has a place value of one ... by classes of equivalent sets. For instance, the number 3 can be represented as the class of all sets that have exactly three elements. Alternatively, in Peano Arithmetic , the number 3 is represented ... or pattern of symbols three times. Integers Main Integer The Negative number negative of a positive integer is defined as a number that produces zero when it is added to the corresponding positive ... more details
Infobox Play name A Number image image size caption writer Caryl Churchill chorus characters Salter br ... web playbill event ibdb id A Number is a 2002 play by English people English playwright Caryl Churchill ... years old. Contextual Information Caryl Churchill s A Number is an original work published in 2002 in London in association with the Royal Court Theatre. ref Churchill, Caryl. A Number. New York Theatre Communications Group, 2003. ref A Number was written when cloning was often in the news. Dolly ... Brown, Georgina. A Number. Mail on Sunday London 29 Sept. 2002. ref Salter s action seem unreasonable, in the dialogue they say but another child might have been better ref Churchill, Caryl. A Number ... as a child. ref Churchill, Caryl. A Number. New York Theatre Communications Group, 2003. p. 51 ref ... contentment is utterly baffling to the tormented Salter. . ref Jones, Oliver. A Number. What s On London .... He lacks a depth that Salter is searching for, but is content without it. Genre The genre of A Number would be considered a tragedy. The overall mood of tragedies is solemn, and the mood of A Number ... then you re not a unique person, but one of many, just a number. This story from a subjective position ... interacting with the play itself, only observing. Language The use of language in A Number is unique ... and everyday inarticulate chat. ref Myerson, Jonathan. A Number. Independent London 1 Oct. 2002 ... hand. ref name Jongh, Nicholas 2002 De Jongh, Nicholas. A Number. Evening Standard London 27 Sept. 2002. ref The rhythm that Churchill chose for A Number is a normal pace. The dialogue is just ... you the best. ref Churchill, Caryl. A Number. New York Theatre Communications Group, 2003. p .... A Number . Independent on Sunday London 29 Sept. 2002. ref Productions Original production The play ... and Mark Coyan. Adaptations A Number was adapted by Caryl Churchill for television, in a co production ... 2100 4224 26197 70 title A Number work BBC Two Listings publisher BBC accessdate 2008 09 09 ref References ... more details
An inverse number may refer to The multiplicative inverse of a number A type of Grammatical number Inverse number grammatical number disambig ... more details
Number 1s , 1s or Number Ones may refer to Number Ones Michael Jackson album Number Ones Michael Jackson album Number Ones video Number Ones video , a DVD by Michael Jackson Number 1 s Destiny s Child album 1 s Destiny s Child album Number 1 s Mariah Carey album 1 s Mariah Carey album Number 1 s video 1 s video , a DVD by Mariah Carey Number 1s and Then Some 1s and Then Some , an album by Brooks & Dunn Reba Number 1 s Reba 1 s , an album by Reba McEntire Number 1s SASH album Number 1s SASH album Number Ones ABBA album Number Ones ABBA album Number Ones Bee Gees album Number Ones The Bee Gees album Number Ones Janet Jackson album Number Ones Janet Jackson album Number 1 s, an album by Stevie Wonder U.S. and UK albums Stevie Wonder Number Ones TV series 1s TV series , a Canadian music video program See also Category Number one singles Number One disambiguation disambig it Number 1 s nl Number Ones ja pt Number Ones ru Number Ones fi Number Ones tr Number Ones ... more details
Newton number may refer to The kissing number in the sphere packing problem The power number N sub p sub in Physics as a dimensionless number relating the resistance force to the inertia inertia force . disambig ... more details
In mathematics, class number may refer to Class number group theory , the number of conjugacy classes of a group The size of the ideal class group of a number ring The number of equivalence classes of binary quadratic form s of a given discriminant mathdab de Klassenzahl ... more details
In mathematics a trimorphic number is a number whose cube number cube expressed in a given base ends in the number itself. For example, 4 sup 3 sup 6 4 , 24 sup 3 sup 138 24 , and 249 sup 3 sup 15438 249 . The first few trimorphic numbers in decimal base 10 are 1 number 1 , 4 number 4 , 5 number 5 , 6 number 6 , 9 number 9 , 24 number 24 , 25 number 25 , 49 number 49 , 51 number 51 , 75 number 75 , 76 number 76 , 99 number 99 , 125 number 125 , 249 ... OEIS id A033819 Every automorphic number is also a trimorphic number, but there are trimorphic numbers which are not automorphic such as 4, 9 and 24 . References MathWorld urlname TrimorphicNumber title Trimorphic Number Category Base dependent integer sequences ru fi Trimorfinen luku ... more details
An undulating number is a number that has the digit form ababab... when in the decimal base 10 number system. It is sometimes restricted to non trivial undulating numbers which are required to have at least 3 digits and a b. The first 20 such numbers are 101 number 101 , 121 number 121 , 131 number 131 , 141 number 141 , 151 number 151 , 161 number 161 , 171 number 171 , 181 number 181 , 191 number 191 , 202 number 202 , 212 number 212 , 232 number 232 , 242 number 242 , 252 number 252 , 262 number 262 , 272 number 272 , 282 number 282 , 292 number 292 , 303 number 303 , 313 number 313 OEIS id A046075 Some higher undulating numbers are 6363, 80808, 1717171. For any n 3, there are 9 × 9 81 non trivial n digit undulating numbers, since the first digit can have 9 values it cannot be 0 , and the second digit can have 9 values when it must be different from the first. References MathWorld title Undulating number urlname UndulatingNumber Category Base dependent integer sequences numtheory stub fr Nombre ondulant ... more details
Unreferenced date August 2009 class infobox colspan 2 List of numbers Integers br 10000 number 10000 100000 Million 1000000 Cardinal number Cardinal One hundred thousand Ordinal number Ordinal One hundred ... is the natural number following 99999 and preceding 100001. In scientific notation , it is written ... words for this number , , saen and c uc respectively. In astronomy , 100,000 metres ... , one hundred thousand is the current world record for the number of numerical digit digits of pi memorized by a human being . Selected 6 digit numbers 100001 999999 100255 Friedman number 101101 smallest Palindromic number palindromic Carmichael number 101723 smallest prime number whose square is a pandigital number containing each digit from 0 to 9 102564 The smallest parasitic number 103680 highly totient number 103769 the number of combinatorial types of 5 dimensional zonohedron parallelohedra 103823 nice Friedman number 104729 the 10,000 sup th sup prime number 104869 the smallest prime number containing every non prime digit. 105664 harmonic divisor number 111111 repunit 111777 smallest natural number requiring 17 syllables in American English, 19 in British English 113634 Motzkin number for n 14 114689 prime factor of Fermat number F sub 12 sub 115975 Bell number 117067 first vampire number prime vampire number 117649 7 sup 6 sup 117800 harmonic divisor number 120284 Keith number 120960 highly totient number 121393 Fibonacci number 124000 number 124000 number with religious significance 127777 smallest natural number requiring 18 syllables in American English, 20 in British English 127912 Wedderburn Etherington number 128981 Starts the first prime gap sequence of 2, 4, 6, 8, 10, 12, 14 129106 Keith number 131071 Mersenne prime 131072 2 sup 17 sup 131361 Leyland number 134340 Pluto s minor planet designation 135137 Markov number 142857 number 142857 Kaprekar number , Harshad number smallest cyclic number in decimal . 144000 number 144000 number with religious significance ... more details
210 is the natural number following 209 number 209 and preceding 211 number 211 . border 1 style float right border collapse collapse colspan 2 Numbers 200s Cardinal number Cardinal td Two hundred and ten Ordinal number Ordinal td 210th br Two hundred and tenth Factorization td math 2 cdot 3 cdot 5 cdot 7 math Divisor s td 2 number 2 , 3 number 3 , 5 number 5 , 6 number 6 , 7 number 7 , 10 number 10 , 14 number 14 , 15 number 15 , br 21 number 21 , 30 number 30 , 35 number 35 , 42 number 42 , 70 number 70 , 105 number 105 Roman numeral CCX Binary numeral system Binary 11010010 Duodecimal 156 Hexadecimal D2 In mathematics 210 is a composite number , an abundant number , and the product of the first four prime number s 2 number 2 , 3 number 3 , 5 number 5 , and 7 number 7 , and thus a primorial . It is also the sum of eight consecutive prime numbers 13 17 19 23 29 31 37 41 210 . ref name penguin Wells, D. 1987 . The Penguin Dictionary of Curious and Interesting Numbers p. 143 . London Penguin Group. ref It is a triangular number following 190 number 190 and preceding 231 number 231 , a pentagonal number following 176 number 176 and preceding 247 number 247 , and the second smallest to be both triangular and pentagonal the third is 40755 . ref name penguin It is also a pentatope number , a pronic number , a Harshad number , and an untouchable number . 210 is also the first polygonal number 71 gonal number, preceding 418 number 418 . ref name penguin See also AD 210 or 210 BC . 211&ndash 219 211 number Two hundred and eleven has its own article. 212 number Two hundred and twelve has its own article. 213 number Two hundred and thirteen has its own article. 214 number Two hundred and fourteen has its own article. 215 number Two hundred and fifteen has its own article. 216 number Two hundred and sixteen has its own article. 217 number Two hundred and seventeen has its own article. 218 number Two hundred and eighteen has its own article. 219 number Two hundred and nineteen has ... more details
Numbernumber 20000 range 10000 100000 cardinal 20000 ordinal th ordinal text twenty thousandth factorization math 2 5 cdot 5 4 math bin 100111000100000 oct 47040 hex 4E20 20,000 twenty thousand is the number that comes after 19,999 and before 20,001. Selected numbers 20000 round number also in the title ... NOP 20100 sum of the first 200 natural numbers hence a triangular number 20160 the smallest order ... group A sub 2 sub 4 20161 the largest integer that cannot be expressed as a sum of two abundant number s 20230 pentagonal pyramidal number 20412 Leyland number 20540 square pyramidal number 20569 tetranacci number 20903 first prime of form 120 k 23 that is not a full reptend prime 21147 Bell number 21181 one of six remaining Seventeen or Bust numbers in the Sierpinski number Sierpinski problem 21856 octahedral number 21978 reverses when multiplied by 4 22050 pentagonal pyramidal number 22140 square pyramidal number 22222 Kaprekar number 22447 cuban prime 22527 Woodall number 22699 one of six remaining Seventeen or Bust numbers in the Sierpinski number Sierpinski problem 23401 Leyland number ... number 23969 octahedral number 23976 pentagonal pyramidal number 24211 Zeisel number 24571 cuban prime 24601 Jean Valjean s prisoner number in Les Miserables 24631 Wedderburn Etherington number 24737 one of six remaining Seventeen or Bust numbers in the Sierpinski number Sierpinski problem 25011 the first composite number that in base 10 remains composite after any insertion of a digit 25085 Zeisel number 25117 cuban prime 25205 largest number whose factorial is less than 10 sup 100000 sup 25585 square pyramidal number 26214 octahedral number 26227 cuban prime 26861 smallest number below which there are more primes of the form 4k 1 than of the form 4k 3 27434 square pyramidal number 27559 Zeisel number 27648 1 sup 1 sup 2 sup 2 sup 3 sup 3 sup 4 sup 4 sup 27720 smallest number divisible by the numbers 1 to 12 there is no smaller number divisible by the numbers 1 to 11 27846 harmonic divisor ... more details
In organic chemistry , the carbon number of a compound is the number of carbon atoms in each molecule. The properties of hydrocarbon s can be correlated with the carbon number. When describing a particular molecule the carbon number is also the ordinal position of a particular carbon atom in a chain. Compounds by carbon number col begin colbegin col break List of compounds with carbon number 1 1 List of compounds with carbon number 2 2 List of compounds with carbon number 3 3 List of compounds with carbon number 4 4 List of compounds with carbon number 5 5 List of compounds with carbon number 6 6 List of compounds with carbon number 7 7 List of compounds with carbon number 8 8 List of compounds with carbon number 9 9 List of compounds with carbon number 10 10 col break List of compounds with carbon number 11 11 List of compounds with carbon number 12 12 List of compounds with carbon number 13 13 List of compounds with carbon number 14 14 List of compounds with carbon number 15 15 List of compounds with carbon number 16 16 List of compounds with carbon number 17 17 List of compounds with carbon number 18 18 List of compounds with carbon number 19 19 List of compounds with carbon number 20 20 col break List of compounds with carbon number 21 21 List of compounds with carbon number 22 22 List of compounds with carbon number 23 23 List of compounds with carbon number 24 24 col end Category Organic chemistry ... more details
wiktionary Number 11 Number 11 , 11 or variations may refer to 11 number , a natural number 11 Downing Street , the residence of the British Chancellor of the Exchequer The number eleven batsman in the Batting order cricket batting order in cricket. See also Last man Jack See also Eleven disambiguation disambig ... more details
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