The professor asked us to imagine a scenario where we have a basketball player who isn't good at shooting free throws. He makes his first free throw with probability $0.2$ After the first free thro...
So what is the chance of missing two shots? .25^2 = .0625 (so about 6% of the time the player misses 2 shots). This means the rest of the time, the player makes at least one shot (about 100%-6% = 94%). Now 100% is the same as 1 so if you use decimals instead of percents, you would compute.
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Statistics and Probability questions and answers; Problem 3 A basketball player averages 25 points per game. i. What is the probability that the player scores 81 points in a game?? ii. What is the probability that the player does not score any points in a game he plays? iii. What is the probability that the player does not score any points in a quarter he plays?? iv.
Solution to Example 5. There are 60 Suv's, 40 Sport cars, 50 Vans and 50 Coupe, a total of 200 cards. We answer the questions on finding conditional probabilities using two methods: 1) the definition and 2) restriction of the sample space. a) Using conditional probability definition.
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This lesson is devoted to Internet research on a specific topic: finding topics in sports where probability is relevant. The goal of the lesson is to introduce some statistics and probability concepts by looking at practical questions that arise in professional sports.
a set number of trials. each trial can be classified as a "success" or "failure". the probability of success is the same for each trial. results from each trial are independent from each other. Here's a summary of our general strategy for binomial probability: Using the example from Problem 1: free-throws.