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Wilt is a fine basketball player, but his free-throw shooting could use some work. For the past three seasons, he has made only 56% of his free throws. His coach sends him to a summer clinic to work on his shot, and when he returns, his coach has him step to the free-throw line and take 50 shots. He makes 34 shots. Is this result convincing evidence that wilt’s free-throw shooting has improved? we want to perform a simulation to estimate the probability that a 56% free-throw shooter would make 34 or more in a sample of 50 shots
Wilt is a fine basketball player, but his free-throw shooting could use some work. For the past three seasons, he has made only 56% of his free throws. His coach sends him to a summer clinic to work on his shot, and when he returns, his coach has him step to the free-throw line and take 50 shots. He makes 34 shots. Is this result convincing evidence that wilt’s free-throw shooting has improved? we want to perform a simulation to estimate the probability that a 56% free-throw shooter would make 34 or more in a sample of 50 shots
To perform this simulation, we can use a computerprogramto generate arandomnumber between 0 and 1 for each shot.If the random number islessthan or equal to 0.56, then the shot is counted as a make. We can thenrepeatthis process 50 times and count the number of shots that were made.We can repeat this process many times, and count theproportionof times that 34 or more makes are achieved. This proportion is the estimatedprobabilitythat a 56% free-throwshooterwould make 34 or more in a sample of 50 shots.For more questions likeProbabilityclick the link below:brainly.com/question/8942260#SPJ4...
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