I think it is a number word, but i am stumped!
123882
Answerator rocks.\n\nLounger it is!
393013
The letter o is a number
45977
I am laughing sooo hard. I have no idea of what you just asked. Not because you phrased the question incorrectly, but because I have no idea of what it means. I am impressed you know what that means!!!
48531
it does mean "reveal" - but unsure if it is plural
411029
I know there is a form of dyslexia that deals with numbers rather than letters, but I don't know the name of it.  I have the same problem.  It's annoying.  ::argh::
301427
I could make these words, but sorry, no phrases or any 12 letter word !\n\nWater\nHose\nCan\nCane\nEnter\nWinter\nTuna\nTune\nHoses\nRose\nRoses\nWant\n\nDo post the answer if you don't get the right answer.
383119
999. \n\nDoes anyone else find this question a bit disturbing?
408290
Firstly, it has to start with either a 1 or a 2, and end with a 2 or a 6. So we just take each case one at a time.\n1..2: that leaves 23556, so there are 5!/2! ways, ie 60 ways.\n1..6: that leaves 22355, so there are 5!/(2!2!) ways, ie 30 ways.\n2..2: that leaves 13556, so there are 5!/2! ways, ie 60 ways.\n2..6: that leaves 12355, so there are 5!/2! ways, ie 60 ways.\n\nNote that in each case there are 5! ways of arranging the other 5 numbers, but we need to divide by 2 if there is a pair of repeated numbers.\nThat gives a total of 210.\n\n(note that both of the other answers given so far are wrong - its not 360, because that person has forgotten they have to be even; and its not 120. They counted 2x2 possibilities for the first and last digits which is correct, but one of those cases already uses both 2s, so you *don't* want to divide by 2 in the end for that particular case (you're not counting them twice are you!)\nTheres really no other way of doing it than splitting them into cases like I did.
107402
It wouldn't be onety, because there is no number onety.  There is a number twenty.  It would be ten-one.  What I find more interesting is why it isn't oneteen and twoteen.
318517
i'm not sure of what it is
18066
probably deals with the origin of the word. most of the english language is based off of other languages. look eleven up on an online dictionary and it will show the origin of the word.
522037
I think its very confusing...:D
304650
i think its "C" but im not sure...could be an informal though! lol
332591
I think that somebody started saying it that way and it caught on.  I agree with you that it seems arbitrary.  It might also be that this changes over time.  Maybe a couple of decades from now, people will be saying "twenty o six".
287829
The website: http://wordsmith.org/anagram/index.html\nmight help you unscramble the letters. I tried it but must have missed the answer. I think the first two words might be "You salt..." \n\nIt would really help if you had put the number of words. and number of letters in them.\n\nI'll keep trying.
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.
155109
well its simple to me... answer...\n31121314\n\nhow did i get it...well..\nstart.. 1.. OK\nsecond line : whats on top?? one 1 !! right .. therefore.. 11\nthird line : whats on the second line.. two ones... therefore... 21..\nfourth line.. whats on top.. count the ones first.. and then the twos.. so.. one 1 and one 2.. so... 1112.\nthird.. the similar... 3 1 and 1 2 so.. 3112