These class notes are from the Spring 2018 semester. Notes are based on the book Introductory Statistics, 10th Edition, by Neil Weiss.
Here’s the main Math 1342 page. (Reach it directly by clicking on the 1342 button, instead of on the drop-down menu.)
Set Theory supplement for Chapter 4T
Sections 4.1 and 4.2: Basic probability and events (Tuesday, January 23 and Thursday, January 25
4.2: Some rules of probability (Tuesday, January 30)
2.3: Organizing quantitative data (Thursday, February 8 and Tuesday, February 13)
3.1: Measures of center (Tuesday, February 13)
3.2: Measures of variation (Tuesday, February 13 and Thursday, February 15)
3.3: Chebyshev’s Rule and the Empirical Rule (Thursday, February 15)
3.4: The five-number summary and boxplots (Tuesday, February 20)
3.5: Measures of position and descriptives for populations (Thursday, February 22)
4.8: Counting techniques (Thursday, February 22)
5.1: Discrete random variables and probability distributions (Thursday, March 1)
5.2: The mean and standard deviation of a discrete random variable (Thursday, March 1)
5.3: The binomial probability distribution (Tuesday, March 6)
6.1: Introducing normally distributed variables (Thursday, March 8)
6.2: Areas under the standard normal curve (Thursday, March 8)
6.3: Working with normally distributed variables (Tuesday, March 20)
7.1, 7.2, 7.3: Sampling distribution of the sample mean (Thursday, March 22)
8.1: Estimating a population mean (Tuesday, March 27)
8.3: Confidence intervals for a mean when the population standard deviation is unknown (Tuesday, March 27)
9.1: The nature of hypothesis testing (Tuesday, April 4)
9.5: Hypothesis tests for one-population mean, population standard deviation unknown (Tuesday, April 4 and Thursday, April 5)
10.1: Sampling distribution of the difference between two means (Thursday, April 5)
10.3: Inferences for two population means: Variances not assumed equal (Thursday, April 5)
12.1: Estimating a population proportion (Thursday, April 12)
12.2: Hypothesis tests for one population proportion (Thursday, April 12)
12.3: Inferences about two population proportions (Tuesday, April 17)