James Bond, Q, and M have agreed to meet at a pub after work fordrinks. Bond cannot remember if they agreed to meet at the “Fannyon the Hill” or at “My Father’s Moustache” - so he tosses a coin todecide which pub to go to. Q is also in the same predicament; hetosses a coin to decide between “My Father’s Moustache” and “TheQuiet Woman”. M faced with same quandary flips a coin first todecide whether or not he needs to head to the “Fanny on the Hill”.If the answer is “no”, then he flips again to decide between “MyFather’s Moustache” and “The Quiet Woman”. What is the probabilitythat
(a) Bond and Q meet? (b) Q and M meet? (c) all three meet? (d)all three go to different places? (e) at least two meet?
