Michael is playing a game that involves two quarters (25 cents each) three dimes (10 cents each) one nickel (5 cents each) and four pennies (1 cent each) he flip each of the coin once and win all of the coins that land heads up if all of the coins are fair coins (the probability of landing heads up is 1/2 and the probability of landing tails up is also 1/2) what is the probability (to the nearest hundredth) that he will win at least fifty cents?
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Home » Mathematics » Michael is playing a game that involves two quarters (25 cents each) three dimes (10 cents each) one nickel (5 cents each) and four pennies (1 cent each) he flip each of the coin once and win all of the coins that land heads up if all of the coins