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Answer :
A) The total number of words that can be formed using all letters of the word 'FAILURE' which neither begin with 'F' nor end with 'E' is 240.
To calculate this, we need to realize that there are 6 letters in total, with 2 'E's and 2 'R's. To find the total number of words where the word does not start with 'F' or end with 'E,' we need to find the number of arrangements for the remaining 4 letters: L, A, U, and I.
Since the word 'FAILURE' has repeated letters, we need to divide out the repeated arrangements, leading us to 6!/2!2!=240 possibilities.
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