What 5 letter word can be rearranged 3 times to get 3 different words each containing 1 more syllable? The word has no duplicates of letters...\n1)-- 1 syllable\n2)-- 2 syllable\n3)-- 3 syllable \nJenn picked a book off the highest shelf in her room. On the spine she read How to Jog.  She ran out of the room and opened the book but found it had absolutely nothing to do with jogging. Explain...\nTake away my first letter and I am unchanged;\n       Take away my second letter and I am unchanged;\n       Take away all my remaining letters and I am still unchanged! What am I? \nYou write on me and secrets I can keep; In places never seen, I spin like a top; Though stiff as a board, I'm often described like a mop.What am I?\nEternally I am 1 to 6, \neternally I am 15 to 20, \nI am always 5, \nbut I am never ever 21 unless I am flying, \nwhat am I ??? \n\nfirst to get all the riddles right gets 10 points!!!!!!!!!!good luck!!!!! :)
203765
1. aides\n2. aside\n3. ideas\n\nBook is an encyclopedia.  How to Jog means those are the words inside that book.\n\nPost office\n\nFloppy disk\n\nA die:  singular of dice.
199651
A "word" is typically 5 letters.  So 20 words will equal 100 letters.
146687
6! or 720 arrangements.\n\n2 * 4! or 48 with vowels at the ends, so it's a 1/15 chance.\n\nEdit: Yeah, I messed up.  Forgot the *2.
580961
OK, I've heard a variation on this question.  It is a trick question, and it does have an answer, but the question has to be worded *exactly* right or it won't work.\n\nI saw the question posted this way:\n****\nTwo words that end with "GRY" are "angry" and "hungry".  There are only three words in the English language; the third is something you use every day, and if you've read carefully, I've already told you what it is.\nWhat's the third word?\n****\n[think for a moment before reading further]\n\nThe answer is ....\n\nLANGUAGE\n\nThe trick lies in the wording of the second sentence.  It says that there are only three words in "the English language".  Most people assume that this means "3 words in the English language that end in 'gry'". \n\nAs I said, the trick is that the second sentence has nothing to do with the first sentence.  The phrase "the English language" has three words, and the third one, "language", is something you use every day.\n\nClear as mud, right? :-)
569312
Three...tri, 3 of. 9....er dont know a smart word for nine is......Eleven, 11th heavean? (its 7th but oh well) and zero, a number having no value of. 3 is  important becuz its gives a value 3 of, like a 3 dollars? 3 orders of lavash please, i mean, these #'s have high importance of, but what . Here do this, got for like 3, 9 or 11 days without saying any of this numbers and c what u come up with, sorry this is the best i can think of (3 is important cuz i liked, used it in this paragraph, so yeah, theres one for ya :)
240821
Add the first 5 letters of the alphabet to each of those words to spell a new word:\n\nadd 'a' to 'bash' to spell 'abash'\nadd 'b' to 'ale' to spell 'bale'\nadd 'c' to 'able' to spell 'cable'\nadd 'd' to 'ear' to spell 'dear'\nadd 'e' to 'bony' to spell 'ebony'\n\nI think it took me about 2 hours to finally get that.  Doesn't seem like it should have been that hard afterall.
601383
Think of words ending in -gry.  Hungry and Angry are 2 of them.  There are only 3 words in The English Language.  What's the third word?  I don't know if I should tell you the answer.  if you want me to email me your email address at slowslow325@yahoo.com and ask for the answer.  I have another one.  You are trapped in a hallway and you want to get out.  The only way out are 3 doors.  You have to pick which door you want to go through.  Each door leads to a room.  Each room leads to a door that goes out.  In the first room there is a lot of poisoinous spiders.  The second room is on fire.  The third room has 5 man eating lions that haven't eaten in 3 years.  Which room would be easiest to go through and get out?\n\nYou're in a locked car with a glass of water.  How do you get out?
542292
OMG a math riddle I cant seem to answer!!!! :-)  Awesome. I cant sleep because now i want to knwo the anwer. And so i continue to try and solve it.\n\nBest i can come up with is 113  or 240 or 50-something..\nAlso maybe another number in the 100-n-teens\n\nI did find a 1-3-4 pattern aasuming the next number in 1-3-4-1 was a 3 but was unsure of how to continue it. (its1230 in the moring here)\n\nAnd again another possible patter 1-3-4-8 next number would be 16.\n\nI know some may not even know how I came up with these, but I love math and I love a challenge. I have been trying to find any possible correlation in the numbers that I can. \n\nHope someone figures it out. I know I cant wait to see the answer.
339976
element ( I know element is 7 letters , you said 6 but was it 7? did you not count the e?) \nand i am thinking of the next one\nhmm..... _e _ _ _....\ngot it, decay !\n\nthat was kind of fun :)
100433
I take back my rude attitude! I am sorry for being so rough in my answer earier. It is really really amazing after I went through the whole thing! I thought I was just wasting my time to read and solve something. Anyway, thanks for this lesson. I promise not to judge anything before I completely get to understand it. This is how it read:\n\n"I couldn’t believe that I could actually understand what I was reading. The phenomenal power of the human mind, according to a research at Cambridge University, it doesn’t matter in what order the letters in a word are, the only important thing is that the first and last letter be in the right place. The rest can be a total mess and you can still read it without a problem. \n\nThis is because the human mind does not read every letter by itself, but the word as a whole. Amazing huh ? Yeah. and I always thought spelling was important !\n\nIf you can read this, pass it on !"\n\nThanks! By the way,\n\nI ma psasing ti on ot ym futuer geneartoin... ah ah ah...
335384
There are 24 possibilities to have 3 consecutive letters.\nThe total possible ways of typing any 3 letters is 26^3.\nAnswer: 24/26^3 = 24/17576 = 3/2197 = .001365498407
254018
Ummm... 2 because it was even\nThen eleven because it was the only one with three syllables\nThen thirteen, because it's the only one with more than five letters (or with 2 digits)\nThen seven, the only one with TWO syllables\nThen three, the only one with five letters\nThen nine, because it had a double letter\nThen five, as it has a four letters, not five.\nIs that at all close?
312345
7 letters\n\ncrisply\n\n6 letters\n\nlyrics\n  \n6\n\ncrispy\n\n5\n\nspiry\n  \n5\n\nspicy\n\n5 \n\nscrip\n  \n5\n\npyric\n\n5\n\npricy\n  \n5\n\nlyric\n\n5\n\ncrisp\n  \n5\n\nclips\n\n4\n\nyips\n  \n4\n\nsyli\n\n4\n\nspry\n  \n4\n\nspic\n\n4\n\nslip\n  \n4\n\nscry\n\n4\n\nrips\n  \n4\n\npyic\n\n4\n\npily\n  \n4\n\npics\n\n4\n\nlisp\n  \n4\n\nlips\n\n4\n\ncris\n  \n4\n\nclip\n\n3\n\nyip\n  \n3\n\nsri\n\n3\n\nspy\n  \n3\n\nsly\n\n3\n\nsir\n  \n3\n\nsip\n\n3\n\nsic\n  \n3\n\nrip\n\n3\n\npsi\n  \n3\n\npry\n\n3\n\nply\n  \n3\n\npis\n\n3\n\npic\n  \n3\n\nlis\n\n3\n\nlip\n  \n3\n\nicy\n\n3\n\ncry\n  \n3\n\ncis\n\n2\n\nsi\n  \n2\n\npi\n\n2\n\nli\n  \n2\n\nis
357380
You are placing the letters MMMIINU into seven boxes, one per box.\n\nThe Ms can go in C(7,3) = 7!/(3!4!) = 35 ways.\n\nThere are four boxes left, and there are C(4,2)=6 ways to put choose two locations for the Is.\n\nThen there are two boxes left, and exactly 2 ways to choose where the N and U go.\n\nSo the total is 35*6*2=420.
420160
Let us call the first 2 "2 sub 1", the second "2 sub 2" ... same thing for the 6's.\n\nLet us say that "2 sub 1" is distinct from "2 sub 2", and so on.\n\nWe have 8 choices for the first number, seven choices for the second number, etc. This means that there are 8*7*6*5*4*3*2*1 choices, or 8!. \n\nNow if you look at any number, take all of the 2's out. You see that you can rearrange the 2's in 3! different ways (including the original arrangement) using the procedure in the paragraph above. If we take out the 2's rearrange them, and put them back in we have created the a new arrangement. So for each arrangement of numbers, we have counted it 3! times. So we divide by 3!. The same thing for the sixes, we divide by 2!.\n\nThe result it (8!)/((3!)(2!)) = 3360 choices.
136154
farrell the first part of your solution is wrong.  There are 10 places to put the vowels, not 8, they can be at the beginning or the end. I believe it is 9! * (10!/5!) = 9! * 10 * 9 * 8 * 7 * 6\n\ntsniperx might be right but the question is ambiguous about this.  It says how many arrangements of the cards (not sequences of letters) are there which to me means that 0'0 and 00' are two different arrangements because the cards are in different order...but like I said it isn't obvious either way.  \n\nIF tsniperx is correct cornelius is still wrong, it would be 9!*10!/(5!*2!*2!*3!)  In other words, cornelius' answer is double the correct answer.  But I still think my original answer is correct.
676137
How many people are going to ask this today?  Is this a homework question or something?  See other answers . . .\n\nIf you want them with the vowels in order (which is harder), some of the words are:\nabstemiously\narseniously\nfacetiously\n\nThere are literally dozens if the vowels don't have to be in order.