Numbers after trillion aa

Continue Edit Comments Share Adventure Communist uses a special rating for large numbers, which are often used to count resources. Despite the common use of the abbreviation K per 1000 in real life, this abbreviation is only used in the game on rare occasions and should not be used on Communist Adventure Wiki articles unless it does not otherwise justify it. Letters Name Scientific Rating K Thousand 103 M Million 106 B Billion 109 T Trillion 1012 AA Quadrillion 1015 BB Quintillion 1018 CC Sextillion 1021 DD Septillion 1 1027 FF Nonillion 1030 GG Decillion 1033 HH Undecillion 1036 II Duodecillion 1039 JJ Tredecillion 1042 KK Queattuordecillion 1045 LL Quindecillion 1048 MM Sexdecillion 1051 NN Septendecillion 1054 OO Octodecillion 1057 PP Novemdecillion 106 0 QQ Vigintillion 1063 RR Unvigintillion 1066 SS Duovigintillion 1069 TT Trevigintillion 1072 UU Quattuorvigintillion 1075 VV Quinvigintillion 1078 WW Sexvigintillion 1081 XX Septemvigintillion 1084 YY Octovintillion 1087 ZZ Novemvigintillion 1090 AAA Trigintillion 1093 BBB Untrigintillion 1096 CCC Duotritrigintillion 1099 DDD Tretrigintillion 10102 EEE Quattuortrigintillion 10105 FFF Quintrigintillion 10108 GGG Sextrigintillion 10111 HHH Septentrigintillion 10114 III Octotrigintillion 10117 JJJ Novemtri 10120 KFC Quadrigintillion 10123 LLL Unquadragintillion 10126 MMM Duophagintillion 10129 NNN Trequadragintillion 10132 OOO Quattuorordradragintillion 10135 PPP Quindraquagintillion 10138 QQQ Sexquadragintillion 10141 RRR Septenquadragintillion 10144 SSS Octoquadragintillion 10147 TTT Novemquadragintillion 10150 UUU Quinquagintillion 10153 VVV Unquinquagintillion 10156 WWW Duoquinquagintillion 10159 XXX Trequinquagintillion 10162 YYY Quattuorquinquagintillion 10165 ZZZ Quinquiquagintillion 10168 AAAA Sexquinquagintillion 10171 BBBB Septenquinquagintillion 10174 CCCC Octoqui quaquagintillion 10177 DDDD Novemquinquagintillion 10180 EEEE Sexagintillion 10183 FFFF Unsexagintillion 10186 GGGG Duosechagintillion 10189 HHHH Tresexagintillion 10192 IIII Quattuorsexagintillion 10195 JJJJ Quinsexagintillion 10198 KKKK Sexsexagintillion 10201 LLL Septensexagintillion 10204 MMMM Octosexagintillion 10207 NNN Novemsexagintillion 10210 OOOO Septuagintillion 10213 PPPP Unseptuagintillion 10216 QQQQ Duosuagintillion 10219 RRRR Treseptuagintillion 10222 SSSS Quattuorseptuagintillion 10225 TTTT Quinseptuagintillion 10228 UUU Sexseptuagintillion 10231 VVVV Septenseptuagintillion 10234 WWWW Octoseptuagintillion 10237 XXXX Novemseptuagintillion 10240 YYYY Octogintillion 10243 ZZZZ Unoctogintillion 10246 AAAAA Duooctogintillion 10249 BBBBB Treoctogintillion 10 252 CCCCC Quattuoroctoogintillion 10255 DDDDD Quinoctogintillion 10258 EEEEE Sexoctogintillion 10261 FFFFF Septemoctogintillion 10264 GGG Octooctoctogintillion 10267 HHHHHH 10270 IIIII Nonintillion 10273 JJJJ Unnonagintillion Unnonagintillion KKKKK Dunonagintillion 10279 LLLLL Trenonagintillion 10282 MMMMM Quattuornonagintillion 10285 NNNNN Quinnonagintillion 10288 OOOOO Sexnonagintillion 10291 P PPPPP Septennonagintillion 10294 QQQQQ Octononagintillion 10297 RRRR Novemnonagintillion 10300 SSSSS Centillion 10303 TTTTT Uncentillion 10306 IN. FIN M Infinity (179.76 TTTTT) ∞ Note: Between JJJ and LLL is KFC instead of KKK for obvious reasons. Also, before the 5.3 update, JJJJ was ignored due to a bug. Community content is available under CC-BY-SA unless otherwise stated. Don't know how many come after a trillion? Interested in the names of other very large numbers? What exactly is a Googol? Read on to find out what comes after trillions, the name of each important number that is larger than trillions, and some ways to help you conceptualize extremely great values. What comes after Billion? What's after trillions? Billion is a 1 with 12 zeros after it, and it looks like this: 1,000,000,000,000.000. The next number named after trillion is quadrillion, which is a 1 with 15 zeroes after it: 1,000,000,000,000,000,000. There are, of course, many numbers between trillion and quadrillion, but it's not up to quadrillion that this number value actually gets a new name. The figures between the two would always include the word trillion: two trillion, one hundred trillion, etc. As you can see in the graph in the next section, there is a new name every time the power of a large number increases by 3. Large number names Although the trillion is an incredibly large number, there are actually many numbers that are larger than it. Here is a graph of all the significant numbers that come after trillions. The numbers are written with a scientific notation to make them easier to read and understand. Name Number Million 1 x 106 Billion 1 x 109 Trillion 1 x 1012 Quadrillion 1 x 1015 Quintillion 1 x 1018 Sextillion 1 1 x 1021 Septillion 1 x 1024 Octillion 1 x 1027 Nonillion 1 x 1030 Decillion 1 x 1033 Undec 1 x 1 x 1 x 1 x 1 x 11036 Duodecillion 1 x 1039 Tredecillion 1 x 1042 Quattuordecillion 1 x 1045 Quindecillion 1 x 1048 Sexdecillion 1 x 1051 Septendecillion 1 x 1054 Octodecillion 1 x 1057 Novemdecillion 1 x 1060 Vigintillion 1 x 1063 Unvigintillion 1 x 1066 Duovitintillion 1 x 1069 Trevigintillion 1 x 1072 Quattuorvigintillion 1 x 1075 Quin 1 x 1078 Sexvigintillion 1 x 1081 Septenvigintillion 1 x 1084 Octovintillion 1 x 1087 Nonvigintillion 1 x 1 x 1084 Octovitintillion 1 x 1087 Nonvigintillion 1 x 1 x 1090 Trigintillion 1 x 1093 Untrigintillion 1 x 1096 Duotrigintillion 1 x 1099 Ten-duotrigintillion (or Googol) 1 x 10100 Skewer Number 1 x 10130 Centillion 1 x 10303 Googolplex 1 x 1010100 Number As you can see, for most of the graph, the power of 10 increases by three for each new number, which means you add three additional zeros at the end of the number to get the next number. For example, a billion is a 1 with nine zeros after it or: 1,000,000,000. Trillion, next is a 1 with twelve zeroes after it, or: 1,000,000,000,000. This pattern continues until you get to Dix-duotrigintillion, more commonly known as Googol (yes, that's where the Google search engine got their name). There are no names for numbers between Googol Skewer, 's Number, Centillion, or Googolplex. You may have noticed that zillion is not here. Zillion is not actually a real number; it is simply a term used to describe an indeterminate but extremely large quantity. Understanding the large numbers You can see all the massive key numbers by looking at the chart above, but what do these numbers actually mean, and how can you understand them? It can be difficult, if not impossible, to conceptualize an extremely large number, but there are a few tricks to get a general idea of their size. Billion is one of the smallest numbers in the chart, but it's still an incredibly large number. If you were trying to count to a trillion, it would take you about 31,709 years to do it! A googol, or a 1 with a hundred zeros after, similar to this when it is written: 10,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000 0.000.000.000.000.000,000,000,000,000,000,000,000,000,000.000.000. Writing a lot like that can sometimes give a better idea of the size it actually is compared to the use of scientific notation. And what about a googolplex, one of the massive numbers in the picture? A googolplex is 1 followed by a googol of zeroes. A googolplex is so many that there is really no known use for it yet in mathematics, and some mathematicians and astronomers hypothesize that a googolplex is even greater than the number of atoms in the universe. But, there are even larger numbers than a googolplex. The number of Skewes, developed by mathematician Stanley Skewes, is 10th to 10th to 10th to 34th. Skewes was particularly interested in prime numbers, and, when his number was introduced in 1933, he was described by a colleague as the greatest number who ever served any purpose defined in mathematics. However, the number of Skewes has since lost this distinction to the number of Graham, which is currently designated as the largest number in the world. Graham's number, which cannot be written with conventional notation, was developed by mathematician R.L. Graham. It is so great that even if all the matter in the universe were converted into pens and ink, it would still not be enough to write the number in its entirety. Summary: What comes after Billion? What's after trillions? The next number after trillion is quadrillion, or a 1 with 15 zeroes after it: Knowing the names of many can be helpful if you work with extremely large values or do higher-level mathematics. At present, the most well-known number is the number of Grahams, which is too large and complicated to be written or conceptualized. Conceptualized. Next? Writing a research paper for the school, but you don't know what to write? Our guide to paper research topics has over 100 topics in ten categories so you can be sure to find the perfect topic for you. Learn more about natural newspapers? Check out our guide to the 11 natural diary rules you need to know for ace on this topic. What is dynamic balance and what does it have to do with rusty cars? Find out by reading our comprehensive guide to dynamic balance. Article from the Wikimedia List This article requires additional citations for verification. Please help improve this article by adding quotes to reliable sources. Non-source materials can be challenged and removed. Find sources: Names of large numbers - news Newspapers Books scholar JSTOR (October 2016) (Find out how and when to delete this template message) This article lists and discusses the use and derivation of large number names, as well as their possible extensions. The following table lists the names of large numbers found in many English dictionaries and therefore claim to be real words. The traditional British values presented are unused in American English and obsolete in British English, but their variants of other languages are dominant in many non-English speaking regions, including continental Europe and The Spanish-speaking countries of Latin America; see Long and short scales. Indian English does not use millions, but has its own system of large numbers, including lakhs and crores. English also has many words, such as zillion, used informally to mean large but unspecified amounts; see indefinite and fictitious numbers. Standard Dictionary Numbers Name Short Scale (United States, English Canada, Modern British, Australia, andEastern Europe) Long scale (French Canada, older British, Western and Central Europe) Authorities AHD4[1] CED [1) 2] COD[3] OED2[4] OEDnew[5] RHD2[6] SOED3[7] W3[8] UM[9] Million 106,106 Quintillion 1018,1030 - '21,1036' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' ' 1054 - Decillion 1033 1060 - 'Nonillion 1030'- 'Nonillion 1030' Quattuordecillion 1045 1084 - Quindecillion 1048 1090 - Quindecillion 1048 1090 1054 101022 - Octodecillion 1057 10108 - ''''1060'10114' ' ' ' ' ' ' ' ' ' ' ' ' ' 'the words of this list ending with -illion' are all derived by the addition of prefixes (bi- , tri-, etc., derived from Latin) to the stem-illion. [10] Centillion[11] seems to be the highest name ending in illion that is included in these dictionaries. Trigintillion, often cited as a word in discussions of large number names, is not included in any of them, nor any of the names that can easily be created by extending the denomination model (unvigintillion, duovigintillion, duoquinquagintillion, etc.). Name Value Authorities AHD4 CED COD OED2 OEDnew RHD2 SOED3 W3 UM Googol 10100 generally crediting it to the book Kasner and Newman and Kasner's nephew. None includes superior names in the googol family (googolduplex, etc.). The Oxford English Dictionary comments that googol and googolplex are not in formal mathematical use. Use of large number names Some names of large numbers, such as millions, billions, and trillions, have real references in the human experience, and are encountered in many contexts. Sometimes the names of many have been forced into common use as a result of hyperinflation. The highest digital banknote ever printed was a banknote for 1 peng sextillion (1021 or 1 billion bilpeng as printed) printed in Hungary in 1946. In 2009, Zimbabwe printed a 100 trillion (1014) Zimbabwean dollar note, which at the time of printing was worth about $30. [12] Names of larger numbers, however, have a tenuous and artificial existence, rarely found outside definitions, lists, and discussions of how many are named. Even well-established names like sextillion are rarely used, since in the context of science, including astronomy, where such numbers often occur, they are almost always written using scientific notation. In this notation, the powers of ten are expressed as 10 with a digital superscript, for example The X-ray emission of the radio galaxy is 1.3×1045 joules. When a number like 1045 is to be mentioned in words, it is simply read as ix to the forty-fifth. It's easier said and less ambiguous than quattuordecillion, which means something different in the long run and on a short scale. When a number represents a quantity rather than a number, IS prefixes can be used — such as femtosecond, not a quadrillion of a second, although often powers of ten are used instead of very high and very low prefixes. In some cases, are used, such as the parsec and light-year of the astronomer or the barn of the particle physicist. Nevertheless, many of them have an intellectual fascination and are of mathematical interest, and giving them names is one of the ways in which people try to conceptualize and understand them. One of the first examples of this is The Sand Reckoner, in which Archimedes gave a system to name large numbers. To do this, he called the numbers up to a myriad (108) first digits and called 108 himself the unit of the second numbers. The multiples of this unit then became the second numbers, until this unit took a myriad of times, 108-108-1016. It became the unit of the third numbers, the multiples of which were the third numbers, and so on. Archimedes continued to name numbers this way until a myriad of times the 108-th numbers unit, i.e. (10 8 ) ( 10 8 ) - 10 8 - 10 8 , 'displaystyle '10'{8}) (10-{8})-10-8-cdot 1010-{8}, and integrated this construction into another copy of itself to produce names for numbers up to ( 10 8 ) ( 10 8 ) ( 10 8 ) - 10 8 - 10 8 - 10 10 16 . Displaystyle ((10-{8}))(10-{8} {16} {8})) Archimedes then estimated the number of grains of sand that would be needed to fill the known universe, and found that there were no more than thousand myriads of eighth numbers (1063). Since then, many others have engaged in the pursuit of conceptualization and naming numbers that really do not exist outside the imagination. One of the motivations for such a lawsuit is that attributed to the inventor of the word googol, who was certain that any finite number must have a name. Another possible motivation is competition between students in computer programming courses, where a common exercise is that of writing a program to output numbers in the form of English words. Most of the names proposed for many belong to systematic schemes that are expandable. Thus, many names for large numbers are simply the result of following a naming system to its logical conclusion or extending it further. Names for many are frequently used in incremental games, also known as inactive games. Origins of Standard Dictionary Numbers The words parmillion and trimillion were first recorded in 1475 in a manuscript by Jehan Adam. Subsequently, Nicolas Chuquet wrote a triparty book in the science of numbers that was not published from Chuquet's life. However, most of them were copied by Estienne de La Roche for part of her 1520 book, Chuquet's book contains a passage in which it shows a large number marked in groups of six figures, with the comment: Or that veult the first point Peul signiffier million The second point byllion The third point tryllion The quarter quadrillion The fifth quyllion The sixe sixlion The sept.e septyllion The huyte ottyllion The nine nonyllion and so ault's se plus oultre we vuloit preeader (Or if you prefer the first mark can mean millions, the second mark byllion, the third mark tryllion, the fourth quadrillion, the fifth quyillion, the sixth sixlion, the seventh septyllion, the eighth ottyllion, the ninth nonyllion and so on with others as far as you wish to go). Adam and Chuquet used the long scale of a million powers; that is, Adam's bymillion (Chuquet's byllion) noted 1012, and Adam's trimillion (Chuquet's tryllion) noted 1018. The Googol Family The names googol and googolplex were invented by Edward Kasner's nephew Milton Sirotta and introduced in Kasner and Newman's 1940 book Mathematics and the Imagination[13] in the following passage: The name googol was invented by a child (Dr. Kasner's nine-year-old nephew) who was asked to think a name for many , i.e. 1 with a hundred zeroes after him. He was very certain that this number was not infinite, and therefore just as certain that he must have had a name. At the same time as he suggested googol, he gave an even larger name: Googolplex. A googolplex is much larger than a googol, but is still finished, as the inventor of the name was quick to point out. It was first suggested that a googolplex should be 1, followed by writing zeros until you are tired. It's a description of what would actually happen if you actually tried to write a googolplex, but different people get tired at different times and it would never make Carnera a better mathematician than Dr. Einstein, simply because he had more stamina. The googolplex is therefore a specific finite number, equal to 1 with a googol zero after it. Value Name Authority 10100 Googol Kasner and Newman, Dictionaries (see above) 10googol - 1010100 Googolplex Kasner and Newman, Dictionaries (see above) John Horton Conway and Richard K. Guy[14] suggested that N-plex be used as the name for 10N. This gives rise to the name googolplexplex for 10googolplex - 101010100. This number (ten to the power of a googolplex) is also known as a googolduplex and googolplexian. Conway and Guy[14] proposed that N-minex be used as a name for 10-N, giving birth to the name googolminex for the reciprocity of a googolplex. None of these names are widely used, and none are currently in dictionaries. The names googol and googolplex inspired the name of the Internet company Google and its head office, the Googleplex, respectively. Standard Dictionary Number Extensions This section illustrates several systems for naming large numbers, and shows how they can be extended before vigintillion. Traditional British use assigned new names for each power of one million (the long scale): 1,000,000 - 1 million; 1,000,0002 - $1 billion; 1,000,0003 - 1 trillion; and so on. It was adapted from French use, and is similar to the system that was or invented by Chuquet. Traditional American use (which was also adapted from the use of French but at a later date), the modern Canadian and British use assign new names for each power of a thousand (short scale.) Thus, one billion is 1000 × 10002 - 109; one trillion is 1000 × 10003 - 1012; and so on. Because of its dominance in the financial world (and by the U.S. dollar), it was adopted for official United Nations documents. The traditional use of the French has varied; in 1948, France, which used the short scale, returned to the long scale. The term billion is unambiguous and always means 109. It is almost never seen in American usage and rarely in British usage, but frequently in the use of continental Europe. The term is sometimes attributed to the French mathematician Jacques Peletier du Mans around 1550 (for this reason, the long scale is also known as the Chuquet-Peletier system), but the Oxford English Dictionary asserts that the term derives from the post-classical term of Latin milliartum, which became milliare then milliart and finally our modern term. As for names ending in -illiard for the numbers 106n-3, billion is certainly widely used in languages other than English, but the degree of actual use of the larger terms is debatable. The terms 'zard' in German, 'miljard' in Dutch, 'éli' in Turkish and 'transliterated' in Russian are the standard use when discussing financial topics. For more details, see billions and long and short scales. The designation procedure for large numbers is based on taking the number n occurring in 103n-3 (short scale) or 106n (long scale) and concating Latin roots for its units, dozens, and hundreds place, with the suffix-illion. Thus numbers of up to 103-999-3 -103000 (short scale) or 106-999 - 105994 (long scale) can be named. The choice of roots and the concatenation procedure is that of the standard numbers of the dictionary if n is 9 or smaller. For larger n (between 10 and 999), prefixes can be built on the basis of a system described by Conway and Guy. [14] Today sexdecillion and novemdecillion are standard dictionary numbers and, using the same reasoning that Conway and Guy did for numbers up to nonillion, could probably be used to form acceptable prefixes. The Conway-Guy System for Prefix Training: Tens Hundreds Units 1 A N Deci NX Centi 2 Duo MS Viginti N Ducenti 3 Tre (NS) NS Triginta NS Trecenti 4 Quattior NS Quadraginta NS Quadrinti 5 Quin NS Quinquaginta NS 6 Se () N Sexaginta N Sescenti 7 Septe () N Septuaginta N Septingenti 8 Octo MX Octoginta MX Octoginta 9 Nove () Nonaginta Nongenti () - When preceding a component marked S or X, re changes to tre and to e or ex; similarly, when preceded by a component marked M or N, e and ove change to elem and ove or even and on. Since then, The system of use of Latin prefixes will become ambiguous for numbers with exhibitors of a size that the Romans rarely counted to, such as 106,000,258, Conway and Guy co-designed with Allan Wechsler the following set of coherent conventions that allow, in principle, the extension of this system indefinitely to provide small-scale English names for any of them. [14] The name of a 103n-3 number, where n is no more than or equal to 1000, is formed by the concatenation of the names of the numbers of the form 103m-3, where m represents each group of numbers separated by comma of n, with each, but the last -illion cut to -illi- , or, in the case of m -0, either -nilli- or -nillion. [14] For example, 103,000,012, the 1,000,003rd -illion, is equivalent to iniillitriilli; 1033,002,010,111, the 11,000 670,036th number of illion is equivalent to a undecillinilliseptuagintasescentillisestrigintilli; and 1029 629 633, the 9,876,543,210th number of -illion, is equivalent to a non-iliseseptuagintaoctingntillitresquadragintaquintillitducentillion. [14] The following table shows the names of numbers generated by the system described by Conway and Guy for short and long scales. The names of reciprocal large numbers are not listed, as they are regularly formed by the addition of -th, for example quattuordecillionth, centillionth, etc. Base -illion(échelle courte) Base -illion(échelle longue) Valeur US, Canada et britannique moderne (à petite échelle) Traditionnelle britannique (à longue échelle) Traditionnel européen (Peletier)(à longue échelle) SISymbol SIPrefix 1 1 106 Millions Million M Mega- 2 1 109 Milliards Mille milliards Milliard G Giga- 3 2 101 2 Billion Milliards T Tera- 4 2 1015 Quadrillion Mille milliards De Billiard P Peta- 5 3 1018 Quintillion Trillion Billion E Exa- 6 3 1021 Sextillion Mille billions Trilliard Z Zetta- 7 4 1024 Septillion Quadrillion Quadrillion Y Yotta- 8 4 1027 Octillion Thousand quadrillides Quadrilliard 9 5 1030 Nonillion Quintillion Quintillion 1 10 5 1,033 Decillion Mille quintillion Quintilliard 11 6 1036 Undecillion Sextillion Sextillion 12 6 1039 Duodecillion Mille sextilli Sextilliard 13 7 1042 Tredecillion Septillion Septillion 14 7 1045 Quattuordillion Thousand Septillion 15 8 1048 Quindecillion Octilli Octillion 16 8 10 51 Sedecillion Thousand Octillion Octillion 17 9 1054 Septendecillion Nonillion Nonillion 18 9 1057 Octodecillion Mille nonillion Nonilliard 19 10 1060 Novendecillion Decillion Decillion 20 10 1063 Vigintillion Mille decillion Decilliard 21 11 1066 Unvigintillion Undecillion Undecillion Undecillion 22 11 1069 Duovigintillion Mille undecillion Undecilliard 23 12 1072 Tresvigintillion Duodecillion Duodecillion 24 12 1075 Quattuorvigintillion Mille duodecillion Duodecilliard 25 13 1078 Quinvigintillion Tredecillion 26 13 1081 Sesvigintillion Mille tredecillion Tredecilliard 27 14 1084 Septemvigintillionillion Septemvigintillionillion Quattuordecillion 28 14 1087 Octovintillion Mille quattuordecillion Quattuordilliard 29 15 1090 Novemvigintillion Quindecillion Quindecillion 30 15 1093 Trigintillion Mille quindec Quindec Quindec 31 16 1096 Untrigintillion Sedecillion Sedecillion 32 16 1099 Duotrigintillion Mille sedecillion Sedecilliard 33 17 10102 Trestrigint Septillionendecillion Septendecillion 3 4 17 10105 Quattuortrigintillion Mille septendecillion Septendecilliard 35 18 10108 Quintrigintillion Octodecillion Octodecillion 36 18 10111 Sestrigillion Mille octodecillion Octodecilliard 37 19 10114 Septentrigintillion Novendecillion Novendecillion 38 19 10117 Octotrigintillion Mille novendecillion Novendecilliard 39 20 10120 Noventrigintillion Vigintillion 40 20 10123 Quadragintillion Mille vigintillion Vigintilliard 50 25 10153 Quinquagintillion Mille quinvigintillion Quinvigintilliard 60 30 10183 Sexagintillion Mille trigintillion Trigintilliard 70 35 1 20213 Septuagintillion Mille quintrigintillion Quintrigintilliard 80 40 10243 Octogintillion Mille quadrittintillion Quadrigintilliard 90 45 10273 Nonagintillion Mille quinquadragintillion Quinquadragintilliard 100 th 50 10303 Centillion Mille quinquagintillion Quinquagintilliard 101 51 10306 Uncentillion Unquinquagintillion Unquinquagintillion 110 55 10333 Decicentillion Mille quinquinquagintillion Quinquinquagintilliard 1 11 56 10336 Undecicentillion Sesquinquagintillion Sesquinquagintillion Sesquinquagintillion 120 60 10363 Viginticentillion Mille sexagintillion Sexagintilliard 121 61 10366 Unviginticentillion Unsexagintillion Unsexigintillion Unsexintillion 130 65 10393 Trigintacentillion Mille quinsexagintillion Quinsestagintilliard 140 70 10423 Quadragintacent Mille septuagintillion Septuagintilliard 150 75 10453 Quinquagintacentillion Mille quinseptuagintillion Quinsepuagintilliard 160 80 10483 Sexagintacentillion Mille octogintillion Octogintilliard 170 85 10513 Septuagintacentillion Mille quinoctogintillion Quinogintilliard 180 9 0 10543 Octogintacentillion Mille nonagintillion Nonagintilliard 190 95 10573 Nonagintacentillion Mille quinnonagintillion Quinnonagintilliard 200 100 10603 Ducentillion Mille centillion Centilliard 300 150 10 903 Trecentillion Mille quinquagintacentillion Quinquagintacentilliard 400 200 101203 Quadricentillion Mille ducentillion Ducentilliard 500 250 101503 Quingentillion Mille quinquagintaducentillion Quinquagintaducentilliard 600 300 101803 Sescentillion Mille trecentillion Trecentilliard 700 350 102103 Septingentillion Mille quinquagintatrecentillion Quinquagintatrecentilliard 800 400 102403 Octingentillion with quad ringentillion Quadillion ringerentilliard 900 450 102703 Nongentillion Mille quinquagintaquadringentillion Quinquagintaquadringentilliard 1000 500 103003 Millinillion[16] With Quingentillion Value Name Equivalent United States, Canadian and Modern British (small-scale) Traditional British (long-scale) Traditional European (Peletier) (long scale) 10100 Googol Ten duotrigintillion Ten thousand sedecillion Ten sedecilliard 10101 0 0 Googolplex n/a n/a Binary Prefixes The International Quantity System (ISQ) defines a series of prefixes designating the entire powers of 1024 between 10241 and 10248. [17] Power value ISQsymbol ISQprefix 1 10241 Ki Kibi- 2 10242 Mi Mebi- 3 10243 Gi Gibi- 4 10244 Ti Tebi- 5 10245 Pi Pebi- 6 10246 Ei Exbi- 7 10247 Zi Zebi- 8 10248 Yi Yobi- Other large numbers used in mathematics and physics Avogadro number Graham's number Skewes' number Steinhaus-Moser notation TREE(3) See also Mathematical Portal -yllion Asa-khyeya Chinese Numbers History of large numbers Indefinite numbers and fictitious Indian numbering system Knuth's up-arrow Large-size law List of Numbers Long Scales and Short Metric Prefix Names of Small Numbers Nicolas Chuquet Number of Prefix Names Of Magnitude Orders of Magnitude (Data) Orders of Magnitude (Numbers) Powers of 10 References - The American Heritage® Dictionary of the English Language. American Heritage Dictionary (4th ed.). ISBN 0-395- 82517-2. Collins English Dictionary, 11th edition, HarperCollins Publishers. Cambridge Dictionaries Online, Cambridge, UK: Cambridge University Press. Oxford English Dictionary, 2nd edition, Oxford, United Kingdom: Oxford University Press. ISBN 0-19-861186-2 (and addendums since its publication in 1989.) - Oxford English Dictionary, New Edition, Oxford, United Kingdom: Oxford University Press. [1] (subscription required), verified April 2007 - The Random House Dictionary, 2nd Unabridged Edition, 1987, Random House. Shorter Oxford English Dictionary, 3rd edition, 1993, Oxford: Clarendon Press. Webster's Third New International Dictionary, Unabridged, 1993, Merriam-Webster. How much? A dictionary of units of measurement. Russ Rowlett and the University of North Carolina at Chapel Hill. Excerpted August 15, 2009. 316, The History of the English Language, Oliver Farrar Emerson, New York, London: Macmillan and Co., 1894. Percentillion entry in the U.S. Heritage Dictionary - Zimbabwe rolls out Z$100tr note. BBC News. January 16, 2009. Excerpted january 16, 2009. Kasner, Edward, and James Newman, Mathematics and the Imagination, 1940, Simon and Schuster, New York. A b c d e f The Book of Numbers, J. H. Conway and R. K. Guy, New York: Springer-Verlag, 1996, pp. 15-16. ISBN 0-387-97993-X. - Bowers, Jonathan. Infinity Scrapers. Polytope, 2010. Stewart, Ian (2017). Infinity: A Very Short Introduction (illustrated ed.). Oxford University Press. 20. ISBN 978-0-19-875523-4. Excerpt from page 20 - IEC 80000-13:2008. International Organization for Standardization. Excerpted July 21, 2013. Excerpt from

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