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Jack has a fair coin. He tosses the coin four times. What is the probability that Jack gets heads, then heads, then tails, and then tails?
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The question is asking for P( H & H & T & T ) Each toss is independent , therefore P( H & H & T & T ) = P(H)* P(H) * P(T) * P (T)
so...what do i do? multiply?
@perl
yes you multiply and P(Heads) = 1/2 P(Tails) = 1/2 because either side has the same chances of being landed on
im asking, what do i multiply? @jim_thompson5910
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P(H)* P(H) * P(T) * P (T) turns into (1/2)*(1/2)*(1/2)*(1/2) and then you evaluate that
1/16
correct
BTW, a unique sequence of n fair coin toss has a probability of \(2^{-n}\).
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