Jenny Vanden Eynden
Mathematics Professor
Email: jenny.vandeneynden@gcccd.edu
Syllabus
Daily Schedule
Homework assign.
TakeHome Quiz#4 due Tuesday, Oct 15
Math 160 Lab 1 Due Thursday, Oct 3
Textbook : Essentials of Statistics, Mario F. Triola, 4th edition
(Assignments may be altered over the course of the semester)
Odd means skip the evens. For example: 1-27 odd means 1, 3, 5, …, 25, 27
E3O means “Every 3rd One”. For example: 6-21 E3O means 6, 9, 12, 15, 18, 21
1. Introduction to Statistics |
Section 1.2 |
page 9 |
none |
Section 1.3 |
page 16 |
1-27 odd |
|
Section 1.4 |
page 23 |
5-21 odd |
|
Section 1.5 |
page 34 |
5-19 odd |
|
2. Summarizing and Graphing Data |
Section 2.2 |
page 52 |
1-3 all, 5,7,9,12,13,18,19,25 |
Section 2.3 |
page 54 |
3-8 all, 10,11,17,21 |
|
Section 2.4 |
page 67 |
2,5,6,9,13,14,22 |
|
Section 2.5 |
page 73 |
none |
|
3. Describing, Exploring, Comparing Data |
Section 3.2 |
page 94 |
3-5 all, 7,9,12,17,21,31,33 |
Section 3.3 |
page 109 |
3, 6-18 E3O, 27,31,33 |
|
Section 3.4 |
page 126 |
1-5 all, 7,9,10,13-29 odd, 36 |
|
4. Probability |
Section 4.2 |
page 147 |
1, 3-33 E3O |
Section 4.3 |
page 156 |
1,2, 3-33 E3O |
|
Section 4.4 |
page 167 |
1,2, 3-33 E3O |
|
Section 4.5 |
page 175 |
1, 3-30 E3O |
|
5. Discrete Probability Distributions |
Section 5.2 |
page 208 |
3,4,5,7,9,13-16 all, 21 |
Section 5.3 |
page 219 |
5-23 odd, 31, 35, 37, 43 |
|
Section 5.4 |
page 226 |
1,2,5,9,11,17,18 |
|
6. Normal Probability Distributions |
Section 6.2 |
page 249 |
3-51 E3O, 55 |
Section 6.3 |
page 259 |
1- 19 odd, 21, 25, 31 |
|
Section 6.4 |
page 273 |
1, 3, 6, 13 |
|
Section 6.5 |
page 283 |
2, 3-18 E3O |
|
Section 6.6 |
page 293 |
2, 6-28 E3O |
|
Section 6.7 |
page 303 |
5, 6, 7, 8 |
|
7. Estimates and Sample Sizes |
Section 7.2 |
page 327 |
1-4 all, 5 - 43 odd |
Section 7.3 |
page 339 |
3, 4, 5 – 27 odd, 31, 33 |
|
Section 7.4 |
page 353 |
5 – 11 odd, 15 – 27 E3O |
|
Section 7.5 |
page 366 |
5-21 odd |
|
8. Hypothesis Testing |
Section 8.2 |
page 397 |
9-12 all, 19-22 all, 27-45 E3O |
Section 8.3 |
page 408 |
1-5 all, 9-17 odd |
|
Section 8.4 |
page 417 |
5-19 odd |
|
Section 8.5 |
page 427 |
4-8 all, 9, 11, 15, 17, 25, 27 |
|
Section 8.6 |
page 436 |
5-13 odd |
|
9. Inferences from Two Samples |
Section 9.2 |
page 456 |
5-10 all, 11-21 odd |
Section 9.3 |
page 470 |
1-8 all, 9-17 odd, 23 |
|
Section 9.4 |
page 481 |
5, 7, 9, 11 |
|
10. Correlation and Regression |
Section 10.2 |
page 508 |
2, 3, 5, 7, 13, 16, 23, 25, 27 |
Section 10.3 |
page 523 |
13, 16, 23, 25, 27 |
|
11. Chi-Square and Analysis of Variance |
Section 11.2 |
page 564 |
3, 4, 7, 9, 11 |
Section 11.3 |
page 576 |
1, 2, 3, 5, 7, 9 |
|
Section 11.4 |
page 589 |
5, 7, 9 |
Video help for using the Graphing Calculator in Stats
Chapter 1, 2, 3 Review Sheet (includes Formula Sheet)
Chapter 5, 6 Review Sheet (includes Formula Sheet)
Chapter 7, 8, 9 Review Sheet (includes Formula Sheet)
Fall 2013 Stats Class Survey (link)
M160_Ch1 Intro to Statistics Notes
M160_1.1 Statistics in Headlines
M160_1.2 Parameters vs. Statistics
M160 2.2 Dataset for Freq Distributions
M160_2.3 Dataset
M160_3.3 Normal Curve, 68-95-99.7 Rule
M160_3.4 5-number summary, boxplots
M160_3.4 Data with Outliers
M160_4.2 Fundamentals of Probability
M160_4.4_4.5 Multiplication Rule
M160_5.2 Probability Distributions
M160_5.3 Binomial Prob, using formula & Table A-1
M160_5.3 Binomial Prob, using TI83/84+
M160_5.4 Binomial Distrib., µ and σ
M160_6.2 Intro to Normal Distribution
M160_6.3 Apps of Normal Distribution
M160_6.4 Sampling Distribution
M160_6.5 Central Limit Theorem
M160_6.6 Normal as Approximation to Binomial
M160_7.2 Conf. Interval for Proportion, p
M160_7.3 Conf. Interval for Mean, µ (σ known)
M160_7.4 Conf. Interval for Mean, µ (σ UNknown)
M160_8.2 Intro to Hypothesis Testing
M160_8.3 Hypothesis Testing, Proportion
M160_8.4 Hypothesis Testing, Mean (σ known)
M160_8.5 Hypothesis Testing, Mean (σ UNknown)
M160_9.2 Inference about Two Proportions
M160_9.3 Inference about Two Means, Independent samples
M160_9.4 Infterence about Two Means, Dependent samples
M160_10.2_10.3 Correlation and Linear Regression
Jenny Vanden Eynden
Mathematics Professor
Email: jenny.vandeneynden@gcccd.edu
8800 Grossmont College Drive
El Cajon, California 92020
619-644-7000
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