Student Learning Outcomes: Exam 2a/b

Student Learning Outcomes: Exam 2

1. Construct a probability distribution table.
2. Use technology to calculate the expected value and standard deviation of a discrete probability distribution.
3. Interpret the expected value and the standard deviation.
4. Identify a binomial distribution.
5. Find and interpret binomial probabilities.
6. Identify continuous random variables.
7. Use geometry and area to calculate probabilities coming from a uniform distribution.
8. Become familiar with the basic probabilities of the Normal distribution.
9. Use the Empirical Rule to calculate probabilities and to find x-values for a normal curve.
10. Use technology to calculate probabilities and to find x-values for a normal curve.
11. Incorporate the rules of probabilities to determine probabilities coming from a uniform and normal distribution.
12. Understand the concept of sampling distribution including the mean and standard deviation of the sampling distribution.
13. Understand and apply the Central Limit Theorem.
14. Understand the sample sizes needed to use the normal curve to approximate the sampling distribution involving sample means and the binomial distribution.