9. How many 10-letter words are there in which each of the letters e, n, r , s occur
(a) At most once? (b) At least once?
This is a binomial distribution question with
n = 10
p = 4/26 = 0.1538
q = 1 - p = 0.8462
Please hit thumps up if the answer helped you
9. How many 10-letter words are there in which each of the letters e, n, r...
How many 8-letter words are there using the letters: A, B, C, D such that each letter is used exactly 2 times?
Q3. Suppose a language containing five letters: A, B, C, D, E (5%) (b) How many four-letter words can you form if each letter appears only once in each word? (5%) (c) What is the probability that a three-letter word (with each letter appearing only once) con (a) How many three-letter words can you form in this language? tains E? (5%)
How many 11 letter strings can be formed with the letters D, E, F, and G. If each letter can be used more than once?
How many subsets are there of 5 letters? How many contain at least one letter, but not all of the letters {a, b, c, d, e}?
Problem How many four-letter code words are possible using the letters in IOWA if (a) The letters may not be repeated? (b) The letters may be repeated?
How many different 10 letter words (real or imaginary) can be formed from the following lettersH,T,G,B,X,X,T,L,N,J
How many four letter "words" (some might not be real words) can you make out of the letters: a, c, i, e, l, n, p, r ? (This is a permutation problem that I couldn't figure out how to solve)
Find the number of five-letter words that use letters from {A, B, C, ..., Z} in which the letter A occurs at least once.
How many ways are there to arrange the letters of “SAVOUR” if S and R must always be separated by at least one other letter?
How many 6-letter code words can be formed from the letters T, O, U, DL, Y if no letter is repeated? If letters can be repeated? If adjacent letters must be different? There are possible 6-letter code words if no letter is repeated. (Type a whole number.) There are possible 6-letter code words if letters can be repeated. (Type a whole number) There are possible 6-letter code words if adjacent letters must be different. (Type a whole number.)