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They are {(H,O), (O,H), (H,M), (M,H),(H,E), (E,H), (O,M), (M,O), (O,E), (E,O), (M,E), (E,M)}. So if S represents the sample space (= set of all random outcomes), then n(S) = 12.
Out of which having one vowel are 10
H,O), (O,H),((H,E), (E,H), (O,M), (M,O), (O,E), (E,O),(M, E), (E, M)
P(having at least 1 vowel) = 10/12 or 5/6
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Answer:
the probability that atleast one is a vowels is 1/6
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