this is a question from the book of THE PRINCE AND THE PAUPER i need it real fast plzz its for my homework plzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzz    HELP
205748
This should have all you are looking for:\nhttp://www.antistudy.com/search.php?title=prince+and+the+pauper
185860
Please ask your teacher to translate this so we can understand what you are asking.\n\nThen go to Google or Yahoo search engines and get your answer.
37403
The "context" of the question is about Marriage and how a Man and a Wife should be conducting themselves in the Marriage covenent.\n\nIt is extended out here as a reply to the deciple about even getting married or having a relatiionship.\n\nIt was the custom to make eunuches of the male childern that could be used around the palace and other important houyseholds of the leaders who took them "Captive" in battle or as Daniel was with shadrack and his buds.\n\nOthers were not born into this world with a developed desire to be married or drawn to enter into relations with anyone in particular female or otherwise just content to have some form of companionship or brotherhood family relationship.\n\nOthers again make themselves one, so as to not be encumbered by intense relationshiups so as to free themselves to consentrate on doing the work of the Lord and how they can please him alone.  Ditto for the Virgin Women till death . . .dying to self and worldly pleasure and living or letting the Lord live through them.
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Not many horses, not many wives, not much wealth.\n\nKing Solomon completely mucked this up: 1 Kings 10-11\n-1,400 chariots, 12,000 horses\n-700 wives (usually for political reasons), 300 concubines\n-25 tons of gold PER YEAR\n\n\nNo, it doesn't say one wife. It says a king should not acquire a large number of wives or a large number of horses or a lot of money. He was supposed to write himself a copy of the law (and read it!).\n\nI guess the main point is many wives would be a distraction to the king from his devotion to the LORD. Also, in the ancient middle east the kings wives were considered a type of wealth, so I guess you could associate it with the money and horses (also of military importance). God didn't want the king to be self-relient (on military and wealth and power), but relient on Him.\n\nOT references to monogamy are pretty vague, however Adam, Abraham (sort of), and Moses (who wrote down these instructions for kingly conduct) had only one wife. God did not create many wives for Adam. Only one. His original plan was that a man and woman should become as if one body (Genesis 2:24).\n\nThe first record of polygamy Genesis 4:19 Lamech is an outsider, a decendent of Cain, who considered God would bless him for murdering young folks! This practice spread around, but was never considered good.
455619
The two main families, Montagues and Capulets, are the leading powers in the area. In the feudal system, in very basic terms, there is a strong class structure in which the leading classes control the land and therefore the lives of all the workers (also known as peasants or serfs). That's a very basic way of describing it, I'm sure any history professor would put it a better way. In the play, their desire to control their offspring (Romeo and Juliet) could be linked to their usual capability to control the people around them.\n\nI wouldn't quote me on this in an essay, I'm just thinking off the top of my head - could be a useful starting point.
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Interesting, though I would like to see it taken further (as to proofs, etc.).  If you liked that book, try reading "The Woman with the Alabaster Jar."  Sorry, I can't remember the name of the woman who wrote it.
370070
first u need your outline. u need  list what made him a good king.  it sounds like a persuasive essay.  so convince me why he is a good iking and dont forget  back up each thing u say what made him great.
590027
Click this link for a thorough explanation.\n\nHope it helps. :)
167662
you can probably search with the title\n\ni actually found a link but it seems not too detailed but its a start.\n\nhttp://scholar.lib.vt.edu/ejournals/ALAN/winter97/w97-Questions.html
288148
The most important thing to note regarding social class is how it affects Pip. At the beginning of the novel, he is poor (lower-middle class) but happy. As he is introduced to the rich Miss Havisham and the lovely Estella (upper class) he becomes unhappy. He longs for nothing more than a change of fortune. When it comes, Pip's character changes drastically. He is not as good of a person as he once was. In the end, however, he redeems himself by helping Magwitch. A theme reltaing to social class would be "Money can't buy happiness."
167155
It's in the book of Daniel. The words were written on a wall by a hand that appeared. Daniel was brought in to interpret the words. It is something about your time being up. The king that saw the words written died that night. I don't recall any more off the top of my head. Daniel is a really interesting book. I would highly recommend reading it.
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Actually, the above answers are incorrect.\n\nWe have 5 cards and 4 suits.\n\nLet's, say we draw the cards in the following order:\nAce, 2,3,4,5\n\nThere are 4 suits. So there 4 ways we could draw an Ace first; 4 ways we could draw a 2, 2nd, etc. And so there are 4x4x4x4x4 = 1024 ways of drawing the cards in the above order. However the cards can be drawn in any order, so we have to multipy 1024 by the number of ways the five cards  could be ordered when they are drawn. The number of ways the 5 cards could be ordered is 5 factorial (i.e 5!) = 5x4x3x2x1=120. So the number of ways of drawing a hand consisting of the 5 specified cards, in any suit and in any order  =  1024x120 = 122,880
106434
The Egyption. see source
505508
If you can't find the answers online then you're not looking very hard.  I typed #6 into the Yahoo search bar and I got a bunch of explanations.  Do your homework, you might learn something.
82710
Men  Women \nDuke  Duchess \nMarquis (MAR-kwis)  Marchioness (MAR-shon-ess) \nEarl  Countess \nViscount (vEYE-count)  Viscountess (vEYE-count-ess) \nBaron  Baroness \nKnight  Knight's lady \n\n\nRoyalty refers only to the monarch and his/her immediate family. \n\nNobility refers to peers and their families.
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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.
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Truth and honour, freedom and courtesy\n\nDo you have the book?  It says RIGHT THERE in line 46!\n\nDo your own homework!