To do so, we go back to studying simple coin tosses. Consider the following random experiment. Suppose we have 1000 fair coins. We flip each coin independently for N = 10 times. Let’s focus on 3 coins as follows: let c1 be the first coin flipped, can be a coin you choose at random from the 1000 coins, and cmin be the coin that had the minimum frequency of heads. (You have 1000 coins and each is flipped 10 times. So one of the 1000 coins will have the minimum frequency of heads. In case of a tie, pick the earlier one). Let v1, vrand and vmin be the fraction of heads we obtain for coins c1, grand and cmin respectively. (a) What is the probability of getting a head for coins c1, crand and cmin