How many zeros follow the number 1 in a vigintillion written in Germany?
605045
63 Zeros on the American (short) scale, 120 Zeros on the British (long) scale, and, therefore, bigger than a googol.
857175
First off, in YOUR version there's no Z.\n\nSecondly, the actual test is like this:\nABCDEFGHIJKLMN0PQRSTUVWXYZ\nThe answer is that there is no O, but a 0 (zero) instead.
657870
I'm going to guess Roman, since there is no Roman numeral representation of zero.
848063
488,895\n\nWrite every number as a six digit number with leading 0's if necessary.  i.e, 1 becomes 000001, 10 becomes 000010, etc.\nAlso, write 1,000,000 itself as 000000.  (We don't change anything by doing this.) We will subtract out the leading 0's later.\n\nTherefore, there are 1,000,000 6-digit numbers.  Each digit occurs just as many times as any other, so so far there are:\n1,000,000 * 6 / 10 or 600,000 zeros.\nNow subtract out all the leading zeroes.\n\nEvery 1-digit number has 5 too many.  There are 9 of these, so 5*9 = 45 too many zeroes.\nEvery 2-digit number has 4 too many.  There are 90 of these, so 4 * 90 = 360 too many zeroes.\nContinuing this way, there are another 3*900 = 2700 , 2 * 9000 = 18000 and 1 * 90000 = 90000 too many zeroes.\n\nThis leaves 600,000 - 45 - 360 - 2700 - 18000 - 90000\n= 488,895 zeros in total.
469511
To quote dilbert: "Early Civilisations never had a concept of zero" (hey, you wanted it thorough right?) And they started the number system at one. .... Hmm, pretty much the panel cuts out... \nRemember, the ones and zeros are really the positive and negative polaritys on a magnetic disk. That is the key to your computer informations. Do not take a magnet to your computer.
85625
(A) 1000 (B) 1011 (C) 11011011 (D)11001110 \n\nA \n\nIf you translate each group of 4 from binary to decimal you get\n1000 = 8\n1011 = 11\n1100 = 12\n1110 = 14\n\nSince binary coded decimals represent the decimal digits 0-9 the only one that can be correct is (A) 1000
519094
Yes, zero is a number with a special property x + zero = x.\n\nIn most numeral systems, there is no zero symbol.\n\n0 is a digit who's name is zero.\n\n0 is not 'nothing'.  It is a number that can represent the cardanality of an empty set.\n\nThe greek capitol letter Phi (a circle with an up down line through it) is used to represent the 'empty set' or the set with nothing in it.
886281
I GOT THIS ANSWER!! When you write it as a roman numeral!!
987921
The number zero came from India
407550
if you assume Italian alphabeth, which has no x in it, the full answer is...\n\nx^21 - S(1)x^20 + S(2)x^19 - S(3)x^18 + S(4)x^17 - S(5)x^16 + S(6)x^15 - S(7)x^14 + S(8)x^13 - S(9)x^12 + S(10)x^11 - S(11)x^10 + S(12)x^9 - S(13)x^8 + S(14)x^7 - S(15)x^6 + S(16)x^5 - S(17)x^4 + S(18)x^3 - S(19)x^2 + S(20)x - S(21)\n\nwhere\n\nS(1) = a + b + c + d + e + f + g + h + i + l  + m + n + o + p + q + r + s + t + u + v + z\nS(2) = sum of all different products of two letters choosen in the set [ a, b, c, d, e, f, g, h, i, l, m, n, o, p, q, r, s, t, u, v, z]\nS(3) = sum of all different products of 3 letters chosen in the set  [ a, b, c, d, e, f, g, h, i, l, m, n, o, p, q, r, s, t, u, v, z]\n\n... and for each n\n\nS(n) = sum of all different products of n letters chosen in the set  [ a, b, c, d, e, f, g, h, i, l, m, n, o, p, q, r, s, t, u, v, z]\n\nso that \n\nS(21) = abcdefghilmnopqrstuvz\n\n-------\n\nif you assume the anglo-saxon alphabeth, AND YOU ASSUME THAT YOUR VARIABLE x IS THE SAME THAN THE PARAMETER x IN THE SECOND TERM OF EACH PARENTHESYS, then the answer is 0.\n\nOtherwise, you get a polynomial of the 26th order similar to the one described above, and an error in assigning the name to the variables
751359
6,470,000,000,000\n\nI think thats what it looks like. A number with that many 0's MUST be big.
966036
most likely "centi-."\n\nit means one-hundredth.\n\n\nhope that helps.
73869
1,100 \n And here's the answer in romen numerals:\n\nMC\n\nWhoop-a-de-Doo!
67971
Zero was introduced initially, not as a number to be used in computation, but as a position marker to distinguish between such numbers as 123, 1203, 1230, and 1023. The Maya, about the 1st century ad, used a small oval containing an inner arc to denote zero. About five centuries later the Hindus began to use a circle or a dot as a symbol for zero; the dot later fell into disuse. These Indian mathematicians wrote numbers in columns, and they used the zero to represent a blank column. The Hindu word for zero was sunya, meaning empty, or void; this word, translated and transliterated by the Arabs as sifr, is the root of the English words cipher and zerZero was introduced initially, not as a number to be used in computation, but as a position marker to distinguish between such numbers as 123, 1203, 1230, and 1023. The Maya, about the 1st century ad, used a small oval containing an inner arc to denote zero. About five centuries later the Hindus began to use a circle or a dot as a symbol for zero; the dot later fell into disuse. These Indian mathematicians wrote numbers in columns, and they used the zero to represent a blank column. The Hindu word for zero was sunya, meaning empty, or void; this word, translated and transliterated by the Arabs as sifr, is the root of the English words cipher and zero
283337
FORTY\n+ TEN\n+ TEN\n--------\nSIXTY\n\n\n29786\n+ 850\n+ 850\n--------\n31486
187454
In the US the progression is:\n   Hundred     -   100\n   Thousand    -   1,000\n   Million     -   1,000,000\n   Billion     -   1,000,000,000\n   Trillion    -   1,000,000,000,000\n   Quadrillion -   1,000,000,000,000,000\n\nAfter that they stick with the "normal" prefixes, eg) quint... sex... sep...\n\nMy favorite is Gazillion.  I had a boss once ask me how many zeroes were in a Gazillion - I asked him "Big G or Little G"  ;-)  Oh, and then there is 1 with a 100 zeroes after it which was appropriated by that other search engine.
241525
For your information, the characters used for representing numbers 0 -9 are different in different languages. Try indian languages- Hindi- telugu- any language in india has its own characters. It can be so in many languages. You see English and German using same characters because both use same script. You should probably be asking why all languages have same 10 - base system Thats a good question - and thats because sometime in history people of the world got some sense and decided to use 0 -9 as the basic numbers. Its like seeing people wear pants shirt, belt- using table, chair pen, dining table etc. where ever you go in the world - be it communist China or USA or Cuba or newzealand