Course ID: | STAT 2100H. 4 hours. |
Course Title: | Introduction to Statistics and Computing (Honors) |
Course Description: | Sampling theory including sample survey design; descriptive statistics; statistical distributions and their uses; estimation; introductory statistical inference including z-test and t-test for one sample (hypothesis testing); analysis of differences in two means; simple linear regression and correlation; goodness of fit tests and contingency tables. |
Oasis Title: | Intro to Stat and Comput Hon |
Duplicate Credit: | Not open to students with credit in STAT 2000, STAT 2000E, BIOS 2010, BIOS 2010E |
Prerequisite: | Permission of Honors |
Semester Course Offered: | Offered fall and spring semester every year. |
Grading System: | A-F (Traditional) |
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Course Objectives: | The goal of this course is to introduce statistical techniques for collecting and
analyzing data with an emphasis on statistical thinking and how statistics is used
in everyday situations. Students will learn how to read data summaries critically,
how to produce data, how to use sound and appropriate methods for drawing
trustworthy conclusions, how to make defensible descriptions and inferences about
samples and populations, how to design experimental studies, how to distinguish
between observational and experimental studies, and how to communicate the
appropriate conclusions of statistical studies (both orally and written). Students
will develop a basic understanding of the practical application of statistics by
preparing presentations and reports that feature statistical methods and results,
often working in groups on these projects. Use of technology is integrated into the
course using statistical software, statistical calculators, web based applets, and
presentation and word processing software. Current case studies and media items are
discussed and analyzed in the course. |
Topical Outline: | Course topics include summarizing and exploring data for both univariate
(histograms, stem and leaf plots, boxplots, dotplots, timeplots, measures of
location, measures of dispersion, z-scores, Empirical Rule) and bivariate analysis
(scatterplots, correlation, regression, contingency tables, conditional
proportions); study design, including sampling techniques for surveys, and the
design of experimental and observational studies; probability and probability
distributions, including the binomial and normal; sampling distributions;
confidence intervals for means and proportions; significance testing for means and
proportions; Type I and II errors; power of a test; and Chi-Square analysis. |