Tested skills and knowledge |
Exercises |
| Constructing a stem-and-leaf display | 2.2, 2.3, 2.10, 2.11 |
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Computing the median and quartiles, constructing a box plot |
2.14, 2.15, 2.22, 2.23 |
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Computing the mean, variance, and standard deviation of a dicrete probability distribution |
3.2, 3.3 |
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Binomial distribution: when to use; formulas for the probabilities, mean, variance, and standard deviation |
3.8, 3.15 |
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Poisson distribution: when to use; formulas for the probabilities, mean, variance, and standard deviation |
3.20, 3.21 |
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Hypergeometric distribution: when to use; formulas for the probabilities, mean, variance, and standard deviation |
3.27 |
| Continuous probability distributions: when to use; pdf and cdf | theoretical knowledge |
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Exponential distribution: when to use; formulas for the pdf, cdf, mean, variance, and standard deviation |
3.28, 3.29 |
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Uniform distribution: when to use; formulas for the pdf, cdf, mean, variance, and standard deviation |
3.28, 3.29 |
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Normal distribution: the mean and variance; computing the probabilities associated with (possibly infinite) intervals using the table |
3.36--3.39 |