Correct Answer: None of these

There are 8 letters in the word 'SOFTWARE including 3 vowels (O, A, E) and 5 consonants (S, F, T, W, R).

Considering three vowels as one letter, we have six letters which can be arranged in \( \Large ^{6}P_{6}=6! \) ways. But corresponding to each way of these arrangements, the vowels can be put together in 3! ways.

Required number of words = \( \Large 6! \times 3! \) = 4320