How to form a word by these alphabets ?
832276
There's only eight alphabets you listed?\nFrom those 8, you can have:\nheal-with, thaw-hile, hit-whale, whale-hit, hat-while, while-hat.
792600
Try going here (it links to an anagram server that will do the work for you) -> http://www.wordsmith.org/anagram/anagram.cgi?anagram=E+U+E+N+Y+M+R+O+I+A
797701
Here are some anagrams using all the letters, but there should be some new words in here for you as well.\n\nA CROCI PI US\nA CROCI IS UP\nA CIRCUS POI\nA OCCUR PI IS\nA CURIOS PIC\nA CURIO PICS\nA PIC URIC SO\nA PIC SIC OUR\nA URIC SIC OP\nA URIC COP IS\nA URIC COS PI\nA SIC CUR POI\nCAPRICIOUS\nCIRCA POI US\nCIRCA PIOUS\nCIRCA PI SOU\nCOCA IRIS UP\nCIAO CUP SIR\nCIAO CURS PI\nCIAO CUR PIS\nCIAO CUR SIP\nCIAO CUR PSI\nCARIOUS PIC\nPICA CURIOS\nPICA URIC SO\nPICA SIC OUR\nPICAS CURIO\nASPIC CURIO\nCURIA PIC SO\nCURIA SIC OP\nCURIA COP IS\nCURIA COS PI\nCAPO URIC IS\nCAP CURIO IS\nSAC CURIO PI\nSAC URIC POI\nAIR SIC COUP\nPA CURIO SIC\nAS CURIO PIC\n\nGood luck.
215357
an annagramer might help \n\ntry,\n\nhttp://www.wordsmith.org/anagram/
63460
Becky V?\n\nJust using the alphabet: 2=B, 5=E, 3=C, 11=K, 25=Y, 22=V\n\nI dunno what the V is doing at the end there. But that's the best answer I can get.
813964
♥    since i cant put it together i will show u wut 2 type step by step\n\n1.  &\n2.  hearts\n3.  ;   \n\njust put all of those together and make sure hearts is lowercase
1130858
alphabet, well done!!! Hey at least your trying, don't put yourself down!!!\n\nabcdefghijklmnopqrstuvwxyz
520522
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.
746375
(9) 2-LETTER WORDS:  em, el, ew, ow, wo, we, lo, me, oe (yes, those are all real words!)\n\n(9) 3-LETTER WORDS:  elm, owe, owl, low, mew, ell, woe, mow, mew\n\n(5) 4-LETTER WORDS:  well, moll, mole, meow, mewl\n\n(0) 5-LETTER WORDS:  {{ i can't think of any }}\n\n(1) 6-LETTER WORDS:  mellow\n\nSo, a total of 24 words is how many I can find.\n\n~ ♥ ~
1119940
is this for the WHOLE alphabet or just M? And I think that the words have to be pretty simple so the kids can learn how to start to read. First they learn the vowels a-e-i-o-u and then they add the consonance and finally add other consonance to make simple words. ba-bar  be-bebe  bi-...bo-..Does it have to all be in Spanish?
1168709
It is like Yanni but you say the last alphabet e like elephant, make sure you let two nn sound..like yan ne\nSay J like Y
1065062
An alphabet is a complete standardized set of letters — basic written symbols — each of which roughly represents a phoneme of a spoken language, either as it exists now or as it may have been in the past. There are other systems of writing such as logographies, in which each symbol represents a morpheme, or word, and syllabaries, in which each symbol represents a syllable.\n\nThe word "alphabet" itself is popularly believed to come from alpha and beta, the first two letters of the Greek alphabet, but some etymologists argue that instead the word derives from aleph and bet, the first two letters of the Phoenician alphabet. The true origin of the word is unclear. There are dozens of alphabets in use today. Most of them are 'linear', which means that they are made up of lines. Notable exceptions are Braille, manual alphabets, Morse code, and the cuneiform alphabet of the ancient city of Ugarit.
1024714
A1-B2; A2-B1\nC1-D2; C2-D1\nE1-F2; E2-F1\nG1-H2; G2-H1
246178
Check this site!\nhttp://www.omniglot.com/writing/hindi.htm\nOr...\nhttp://ccat.sas.upenn.edu/plc/hindi/alphabet/
182985
No. of alphabets = 22  [{a, b, .. z) - {i, o, q, z)]\n==> n = 22\nNo. of letters taken at a time = 3 \n==> r = 3\n\nNo. of combinations of "n" different things taking "r" at a time is given by n_C_r or C(n,r) \n= (n)(n-1)..r times/(r) * (r-1) * ...(1)\n\nTherefore, the number of combinations that can be formed \n= C(22,3)\n= 22 * 21 * 20/3 * 2 * 1\n= 1,540\n\nIf you are looking for the number of words that can be formed using the letters,.. then you have to look out for permutations..\n[No. of permutations of "n" different things taking "r" at a time given by n_P_r or P(n,r) = (n) * (n -1) * ... r times.\n\nThe number of words that can be formed \n= P(22,3)\n= 22 * 21 * 20\n= 9,240\n\nIf the same letter can be used then the number of words that can be formed is given by (n)^r\nThe number words that can be formed \n= 22^3\n= 22 * 22 * 22\n= 10,648\n\n\nhttp://www.futureaccountant.com/probability/\n\nhttp://www.schoolingkids.com/
505251
As the others say....x horizontal and y vertical. Try to remember the order from the alphabet. It may help you remember.
1078538
it is called a palindrome.\n\nBob\nMom\nDad\nRacecar\nKayak\nPop\nPep\nPeep\n\nthe list goes on!