Using all the letter of the work EDUCATION. How many words can be formed which begin with DU? (Repetition is not allowed).

Using all the letters of the word OBJECTS, how many words can be formed which begin with B but do not end with S?

Using all the letters of the word NOKIA, how many words can be formed, which begin with N and end with A?

Using the letters of the word PRIVATE. How many 6-letter words can be formed which begin with P and edn with E?

Using the letters of the word PUBLIC, how many four letter words can be formed which begin with B and with P? (Repetition of letters is not allowed

Consider all the letters of the word 'FALIURE' How many words can be formed using these letter?

Using the letters of the word ENGLISH, how many five letters words can begin with G?

How many words can be formed beginning with N with the letters of the word SUNDAY?

Using the letters of the word 'EDUCATION' how many words using 6 letters can be made so that every word contains atleast 4 vowels?

How many words can be formed using all the letters of the word HEXAGON if repetition is not allowed?

Find the number of 4 letter words that can be formed using the letters of the word EQUATION. How many of these words begin with E ? How many end with N ? How many begin with E and end with N ?