An experiment consist of three independent tosses of a fair coin. Let 𝑥=the number of heads, 𝑦=the number of head runs, 𝑧=the length of head runs, a head run being defined as consecutive occurrence of at least two heads, its length then being the number of heads, its length then being the number of heads occurring together in three tosses of coin. Find the probability function of (1) 𝑥 ,(2)𝑦, (3)𝑧 ,(4) 𝑥+𝑦,(5) 𝑥𝑦 and construct probability tables and probability charts.
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