Overview:
The course takes place over the internet and in the classroom. During each course week, you have the opportunity to visit the classroom where you may interact with your instructor and your classmates. During each week participants are expected to go over the course materials and work through the exercises. You must successfully complete all six quizzes while in the classroom setting.
Course Objectives:
By the end of the semester, a student should be able to:
Grading:
Quizzes are given periodically as show on the course outline.
Each quiz will last one hour. The final exam is not comprehensive. A simple
arithmetic average is used to determine the final score for the course. The
traditional grading scale will be used.
A = 90 -100 ( final scores are rounded up by the half adjust
method)
B= 80 - 89
C = 70 - 79
D= 60 - 69
F Below 59.5
Make-Up Quizzes
Make-up quizzes are allowed only for excused absences. An excused absence requires proof of illness or other documentary evidence to support the absence. Check with your instructor to schedule make-up quizzes. All quizzes must must be completed on or before the last class (not final exam day) day in order to receive a score other than zero.
Course Text:
No text is required, all materials are on the course web page. However, any statistics text is acceptable for use. There are many online text , see section in table of contents under Utilities.
Software:
Computer Stats: is available on the classroom computers. An excellent, free, statistical software is available at http://www.statcrunch.com/
Day-to Day Outline For The Course:
| DAY | TOPICS | |
|---|---|---|
| 1 | The two types of Statistics-Descriptive and Inferential | |
| 2 | Frequency Table, Polygons | |
| 3 | Histograms, Ogives | |
| 4 | Stem and leaf plots, variables, levels of measurement | |
| 5 | Mean, median, mode | |
| 6-7 | Range, variance, standard deviation | |
| 8 | Box and whisker plot | |
| 9 | Z scores, percentiles | |
| 10 | Review test I: See study guide test I | |
| 11 | Test I | |
| 12 | Simple probabilities, odds | |
| 13-14 | Compound probabilities, And , OR | |
| 15-16 | The fundamental counting principle, combinations | |
| 17 | Permutations | |
| 18 | Review test II: See study guide test II | |
| 19 | Test II | |
| 20 | Random variables, discrete probability distributions, expected Value | |
| 21 | The binomial distribution | |
| 22 | Density functions and the family of normal curves | |
| 23 | Review test III: See study guide test III | |
| 24 | Test III | |
| 25 | Areas under any normal curve | |
| 26 | The central limit theorem | |
| 27 | Applications of the central limit theorem | |
| 28 | Confidence interval estimations | |
| 29 | Review test IV: See study guide test IV | |
| 30 | Test IV | |
| 31-32 | Hypothesis testing single population -large sample | |
| 33 | Hypothesis testing single population-small sample | |
| 34 | Hypothesis testing two populations | |
| 35 | Hypothesis testing matched pairs | |
| 36 | Classical approach vs probabilistic approach to hypothesis testing | |
| 37 | Review test V: See study guide test V | |
| 38 | Test V | |
| 39 | Chi -square test of independence | |
| 40 | Chi-square test of goodness of fit | |
| 41 | correlation and scatter plots | |
| 42-43 | Simple linear regression | |
| 44 | Multiple linear regression | |
| 45 | Review final exam: see study guide final exam | |
| 46 | Final exam |