| Tentative Coverage:
7/8 Introduction, algebraic optimization, linear programming
Descriptive tools (Ch. 2, 3)
Data and level of measurement
Qualitative (tables/graphs/crosstabs)
Quantitative (location, dispersion, association)
7/13 Probability (Ch. 4, 5)
Random variables, probability distributions (binomial
and Poisson)
Expected value and variance
Bayes theorem
Decision making under risk and uncertainty
Decision tables, matrices, trees
Sensitivity analysis
7/15 Continuous probability (Ch. 6)
Normal and exponential distributions
7/20 Sampling and sampling distributions (Ch. 7, 21)
Sampling types (bias and error)
Sampling distributions
7/22 Sampling (cont’d) and general introduction to estimation
7/27 Regression analysis (Ch. 14, 15)
Simple regression analysis and multiple regression
7/29 Regression (cont’d) and continued intro to estimation
8/3 Statistical decision making (Ch. 8, 9, 10, 20)
Estimation and hypothesis testing
Statistical process control
8/5 Model building (Ch. 16) and wrap-up
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