Course Number: | Math 160 | |
Course Title: | Basic Statistics | |
Credit Hours: | 4 | |
Prerequisite(s): | Academic Reading and Writing Levels of 6; Academic Math Level 3 | |
Corequisite(s): | None | |
Contact Hours Per Week: | 4 | |
Semester Contact Hours: | 60 | |
Catalog Description: | This course provides students with a general understanding of statistical concepts dealing with the processing and interpretation of numerical information. Topics covered include describing a numerical data set, central tendency, variability, probability distributions, inference and hypothesis testing. A graphing calculator is required for this course. See the time schedule for current brand and model.. | |
Textbook: | Elementary Statistics | |
Author(s): | Navidi/Monk | |
Publisher: | McGraw/Hill | |
Edition: | 1st | |
ISBN: | 0077762843 | |
Required Equipment and Supplies: | TI-83/84 family Graphing Calculator TI-83, TI-83 Plus, TI-84 Plus, TI-84 Plus Silver Edition TI-84 Plus C Silver Edition (See Discuss different versions of the calculator) |
|
Required Access | Access to the Internet |
Course Objectives | |||
1. Use standard statistics terminology. | |||
Matched Outcomes | |||
1. Interpret common statistical concepts and be critical consumers of statistical information. | |||
2. Classify variables and types of data. | |||
Matched Outcomes | |||
1. Interpret common statistical concepts and be critical consumers of statistical information. | |||
3. Recognize and critique varied descriptive statistical summaries such as tables, graphs and numerical measures. | |||
Matched Outcomes | |||
2. Interpret, plan, produce and apply descriptive statistics. | |||
4. Tabulate data and prepare varied statistical summaries such as tables, graphs and numerical measures. | |||
Matched Outcomes | |||
2. Interpret, plan, produce and apply descriptive statistics. | |||
5. Solve counting and probability exercises that underlie principles of probability distributions. | |||
Matched Outcomes | |||
3. Interpret and apply common discrete and continuous distributions. | |||
6. Interpret, construct and apply discrete probability distributions including the binomial distribution. | |||
Matched Outcomes | |||
3. Interpret and apply common discrete and continuous distributions. | |||
7. Interpret and apply normal probability distributions. | |||
Matched Outcomes | |||
3. Interpret and apply common discrete and continuous distributions. | |||
8. Summarize attributes of sampling distributions and recognize their connection to the normal distribution. | |||
Matched Outcomes | |||
3. Interpret and apply common discrete and continuous distributions. | |||
9. Interpret, construct and apply confidence intervals and calculate sample sizes. | |||
Matched Outcomes | |||
4. Interpret, plan, produce and apply inferential statistics. | |||
10.Interpret and develop statistical hypotheses for one and two populations. | |||
Matched Outcomes | |||
4. Interpret, plan, produce and apply inferential statistics. | |||
11. Make statistical tests of hypotheses about means and proportions for one and two populations using z and t distributions. | |||
Matched Outcomes | |||
4. Interpret, plan, produce and apply inferential statistics. | |||
12. Interpret and make inferences based upon hypothesis tests. | |||
Matched Outcomes | |||
4. Interpret, plan, produce and apply inferential statistics. |
©Roger M. Palay
Saline, MI 48176
May, 2016