how many checks are there in a book?
102038
usually is 40 checks in a book.
376218
Not sure how many you need, but here are the first few:\n2,3,5,7,11,13,17,19,23,29,31, 37,41,43,47,53,59,61,67, 71,73,79,83,89,97,101
599778
There are four versions, and I mean by "version" accepted cannon and not translations because obviously there are thousands of those, of what people refer to as the "Bible". The Catholic version, which has 73 books in it. The Protestant version, which has 66 books in it. The Coptic version, which has 75 books in it. And the Jewish version, which has 49 books in it. These four versions cover two specific faiths, Christianism and Judaism. Of all those books NOT ONE original document or even a known trustwothy COPY of an original document exists. Of the five major world monotheistic faiths (Christianism, Islam, Judaism, Bahai, and Sikh) only ONE can rightly claim and prove via historical documentation, that in turn can be proved correct, that its Holy Book has never been altered or ammended. And that faith is Islam. The Koran is a beautiful Holy Book, filled with light and wisdom. I own various translations and at least one copy in Arabic (true Koran) that was a gift to me from the Saudi Arabian Embassy. I've read the Koran more than any other religious text. I am not Muslim. BUT ... I am honest with myself and others. A lack of honesty and open mindedness on my part would in no way alter the Truth. And the Truth is that Holy Koran IS the ONLY uncorrupted religious text in existance today. People of faith need to be honest enough to admit that and open minded enough to read it, and THAT with an open mind. They are not being fair to THEMSELVES when they make a decision about a thing without first having investigated it. ~ Peace & Blessings ~
738736
I once found some money inside a holy book... Does that count?
1104685
Not many.....just keep enough cash on you to last you a few days, asit shouldn't take long for your real checks to come in.( I hope you told them to start your checks with the number 1000...some stores also have a policy about not taking checks at all with a number of less than 500 or 1000.)
926536
One way to attack this is to see how many ways 20 books can be put  in a row and then see how may ways that row can be divided into 5 shelves. \n\nFor the row of 20, there are 20 choices for the first book, for each of the 20 choices of the first book there are always 19 left for the second giving 20*19 ways of picking the first two books.  Extending this on there are 18 choices for the third, etc.  So thee are 20*19*18*17.......*4*3*2*1or 20! ways to arrange the 20 books in order. That's 2.43 x 10^18.\n\nNow for each ordering, there are different ways to divide the order, without shuffling, among the shelves.  Since we have the books in order, we will keep them that way with the first set going in order to shelf one, next group to two, etc.  That way, we only need to figure how many ways the 20 books can be divided without regard to which book is which.  Each ordering above can go into any of the schemes to divide the books among the shelves so you just multiply the two numbers together to get the total number of possibilities.\n\nSince each shelf must have two books minimum, start by putting two books on each shelf and leaving them there.  The problem then comes down to how many ways can the remaining 10 books be divided among 5 shelves.  We really want to put 4 divisions along the row of 10 books to tell where one shelf ends and the other begins.  This gives 14 locations to be occupied by either a book or divider.  The number of possible arrangements of the 14 locations is 14!.  But since all dividers look the same and all books (for now) look the same, there are only 14!/(10! * 4!) = 1001 possible ways to divide it onto the shelves.\n\nSo there are 1001 ways to divide the 20 books among the shelves for each of the 20! Arrangements of books.  Multiplying these together gives 1001*20! = 2.43 x 10^21 ways to arrange the books.  If you want to see all the arrangements, I suggest you start arranging books right away.  If you put together one arrangement of books per second it would take about 5000 times the age of the universe to go through all of them.
176456
I imagine you are referring to checks as in the form of punishment, and if you recieve so many checks you lose privileges or go to the office. They are used as a form of control as opposed to detention or paddling. This is a good way to keep children in line.
725017
Yes as many as it takes.\nJust make sure you count them all.
41556
It appears 109 times in the King James.  Here they are.  You can do the count of how many are in the Old and how many in the New if you need the breakdown.
618257
if the book is freely available check with the publisher's website they will have the information available.\n\nif you are asking where to obtain an illegal copy: poo on you.
170489
that its a book about cash! durr! lol
693255
Is that a book?\nMan I want to get my hands on that book
1034525
Jimbo is the first person with the correct answer.\n\nThe first book you put on the shelf can be selected from the 6 books available and can be placed on the shelf either upright or upside down.  There are 12 possibilities for the first book (6 books multipled by two ways round).\n\nWith one book on the shelf you now have 5 books remaining from which you select one and place it either upright or upside down on the shelf.  But now there are only 10 possibilities (5 x 2).\n\nWith 4 books remaining there are 8 possibilities (4 x 2).\nWith 3 books remaining there are 6 possibilities (3 x 2).\nWith 2 books remaining there are 4 possibilities (2 x 2).\nWith 1 book remaining there are 2 possibilities (1 x 2).\n\nTo calculate the total number of possible ways to arrange the books you need to multiply together all the individual possibilities... 12 x 10 x 8 x 6 x 4 x 2... which equals 46,080.
603621
Well, assuming you can place one book on a shelf in 6 different positions -\nstanding upright with binding out\nstanding upright with pages out\nstanding on binding\nstanding on pages\nlaying on front cover\nlaying on back cover\n\nNow if you start arranging the 6 books in the many different arrangements described above you will get tired before you get them all.  There is a mathematical formula for determining the many different arrangements.  It is called a factorial.\n\nTherefore:\n6 books x 6 positions arranged in different orders =\n\n36! (thirty six factorial)=\n\n36x35x34x33...  =\n\n3.71993326789 e+41\n\n***********\nor if you don't assume that a book can be placed in 6 different positions, you get\n\n6! = 720
3261
I agree about checking out Ebay and looking at completed listings.\n\nYou could also get an estimate from an antique book dealer - check Yahoo Yellow Pages for your local area.\n\nOr check out Bookfinder and plug in the title of your book. It will give you an idea what dealers are charging for your titles.
320902
You can go to the copyright page.  There are sometimes more then one way to determine though.  The string of numbers that has 1-10 is usually a good indicator but not always a difinitive one.  Where it looks like:\n\n1  2  3  4  5  6  7  8  9  0\n\nIf it looks like \n\n2  3  4  5  6  7  8  9  0 \n\n\nThe lack of the number one in the second string may indicate FIRST EDITION : SECOND PRINTING\nit is not a first edition.  It will also sometimes denote on the CP (copyright page) that it is the first edition first printing.
616671
Figures released this spring show that a new book of fiction is published in the United States every 30 minutes. Even if you don't count the titles published through print-on-demand and other fee-charging, vanity-press-type outfits, the total still comes to 10,000 books a year -- or one book published every hour or so. And that's just the fiction. \n\nThe statistics come from R. R. Bowker, the company that compiles the Books in Print database and assigns ISBN's (International Standard Book Numbers) to new books and editions. Every year, Andrew Grabois, Bowker's senior director of publisher relations, crunches the numbers this way and that, and this time around the killer figure is 175,000: the awe-inspiring total of new titles published in 2003, a jump of 19 percent over 2002. \n\nBy LAURA MILLER \nPublished: July 18, 2004