A basketball player is shooting free throws blindfolded. He shoots in groups of 4 shots. Assume that it is equally likely that he will hit or miss a shot. Design and do a simulation to determine the probability that he will hit at least 75% of his shots within the groups. (Hint: Use coins.)
What is the probability of an impossible event?
Summarize what happens when the number of spins in experimental probability gets closer to 100.
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