2 A coin is flipped ten times,and turns Up heads six t… – ITProSpt

Since three corns are flip together toe The sample space contained eight elements. Had the head help had the pill had had the dock dock public treasury till head inactive had tail ? placid had had had had the cover public treasury public treasury still So there are eight cases in the sample quad. immediately we need to find operability that there is precisely one head. now the cases when there is one head because physical toe had tail, buttocks, tail, chase, head and buttocks had still sol there are three cases when there is precisely one had occurred. So operability off. precisely one had is comes out. Toby three. Upon sum issue of cases, that is it exceed ability is comes out the tree upon it. nowadays we need toe. Find a probability that there is, at most two pills. So the guess is then, at most two tails occur Our head, head head. Had the bargain had had a tail tail tail inactive had a tail had tail Dale had had had had because, though, because at most two tails means there will be one chase or to tail or zero tell. So there are seven guesses for at most two tails therefore rebel T is comes Probe lt four at the most two tails is comes out Toby seven Upon sum count of cases, that is it that just prepared these comes out Toby seven upon it. now we need to find a job. Lt Best there is at least one head So number of cases when there is at least one head that is means there is to head or one head or three heads. So the cases are headway, fountainhead promontory Had the dock had the had the tail tail silent still had the placid had the pill calm had had the had had a pill So there are seven cases for at least one head. So probability off getting at least one had is comes out Toby seven upon it. now we need to find labrum lt forgetting precisely two tails. So the cases when precisely two tails are come are had tell fib narrative placid had the tail had still so there are three cases when there is precisely two tails. So the contraceptive will be tree upon total number of cases that is it. So the probabilities comes out to be three upon it. So this is over

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