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9780764563881

CliffsQuickReviewTM Statistics

by ; ;
  • ISBN13:

    9780764563881

  • ISBN10:

    0764563882

  • Format: Paperback
  • Copyright: 2001-06-01
  • Publisher: Cliffs Notes

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Summary

CliffsQuickReview course guides cover the essentials of your toughest classes. Get a firm grip on core concepts and key material, and test your newfound knowledge with review questions.CliffsQuickReview Statistics introduces you to the fascinating world of statistics - a powerful tool used for finding patterns in data and inferring important connections between events in the real world. Many people find statistics confusing and intimidating; however, whether you're new to statistics or need to review for an important test, this reference will easily help clarify some of the elements of statistical reasoning and analysis. As you work your way through this review, you'll be ready to tackle such concepts as Graphical displays and numerical measures Probability and sampling Principles of testing and univariate inferential tests Bivariate relationshipsCliffsQuickReview Statistics can act as a supplement to your textbook and to classroom lectures. Use this reference in any way that fits your personal style for study and review - you decide what works best with your needs. You can read the book from cover to cover or just look for the information you want and put it back on the shelf for later. Here are just a few ways you can search for topics: Use the free Pocket Guide full of essential information Get a glimpse of what you'll gain from a chapter by reading through the Chapter Check-In at the beginning of each chapter Use the Chapter Checkout at the end of each chapter to gauge your grasp of the important information you need to know Test your knowledge more completely in the CQR Review and look for additional sources of information in the CQR Resource Center Use the glossary to find key terms fastWith titles available for all the most popular high school and college courses, CliffsQuickReview guides are a comprehensive resource that can help you get the best possible grades.

Author Biography

David Voelker is a respected educator and author from the San Francisco Bay area.

Table of Contents

Introduction 1(1)
Why You Need This Book
1(1)
How to Use This Book
1(1)
Visit Our Web Site
2(1)
Overview
3(5)
Types of Statistics
3(1)
Numerical statistics
3(1)
Pictorial statistics
3(1)
Method of Statistical Inference
4(1)
Steps in the Process
4(1)
Making Predictions
5(1)
Comparing Results
6(1)
Probability
7(1)
Common Statistics Mistakes
7(1)
Graphic Displays
8(15)
Bar Chart
9(1)
Dot Plot
10(1)
Pie Chart
10(1)
Ogive
11(1)
Frequency Histogram
12(1)
Relative Frequency Histogram
13(1)
Frequency Polygon
14(1)
Frequency Distribution
15(2)
Stem-and-Leaf
17(1)
Box Plot (Box-and-Whiskers)
18(2)
Scatter Plot
20(3)
Numerical Measures
23(14)
Measures of Central Tendency
23(6)
Mean
24(1)
Median
24(1)
Mode
25(1)
Notation and formulae
25(1)
Mean for grouped data
25(1)
Median for grouped data
26(2)
Symmetric distribution
28(1)
Skewed curves
28(1)
Measures of Variability
29(5)
Range
30(1)
Deviation and variance
30(1)
Standard deviation
31(1)
Notation
31(1)
Empirical rule: The normal curve
31(1)
Shortcut formulae
32(1)
Percentile
33(1)
Quartiles and interquartile range
33(1)
Measurement Scales
34(3)
Probability
37(13)
Classic Theory
37(1)
Relative Frequency Theory
38(1)
Probability of Simple Events
38(1)
Independent Events
39(1)
Dependent Events
39(1)
Probability of Joint Occurrences
40(2)
Multiplication rule
40(1)
Addition rule
41(1)
Non-Mutually Exclusive Outcomes
42(1)
Double Counting
42(2)
Conditional Probability
44(1)
Probability Distributions
44(2)
Discrete vs. continuous variables
45(1)
Total of probabilities of discrete variables
46(1)
The Binomial
46(4)
Binomial experiments
46(1)
Binomial table
47(1)
Mean and standard deviation
47(3)
Sampling
50(12)
Populations, Samples, Parameters, and Statistics
50(2)
Sampling Distributions
52(1)
Random and Systematic Error
53(1)
Central Limit Theorem
54(1)
Properties of the Normal Curve
54(4)
Normal Approximation to the Binomial
58(4)
Principles of Testing
62(14)
Stating Hypotheses
62(1)
The Test Statistic
63(3)
One- and Two-tailed Tests
66(2)
Type I and II Errors
68(1)
Significance
69(2)
Point Estimates and Confidence Intervals
71(1)
Estimating a Difference Score
72(1)
Univariate Tests: An Overview
73(3)
Univariate Inferential Tests
76(20)
One-sample z-test
76(3)
Confidence interval for population mean using z
78(1)
Choosing a sample size
79(1)
One-sample t-test
79(4)
Confidence interval for population mean using t
82(1)
Two-sample z-test for Comparing Two Means
83(1)
Two-sample t-test for Comparing Two Means
84(4)
Confidence interval for comparing two means
85(1)
Pooled variance method
86(2)
Paired Difference t-test
88(1)
Test for a Single Population Proportion
89(2)
Confidence interval for a single population proportion
90(1)
Choosing a sample size
90(1)
Test for Comparing Two Proportions
91(5)
Confidence interval for comparing two proportions
93(3)
Bivariate Relationships
96(18)
Correlation
96(6)
Finding the significance of r
100(2)
The coefficient of determination
102(1)
Simple Linear Regression
102(8)
Confidence interval for the slope
105(2)
Confidence interval for prediction
107(1)
Assumptions and cautions
108(2)
Chi-Square (χ2)
110(4)
Appendix A: Common Mistakes 114(3)
Appendix B: Tables 117(19)
CQR Review 136(6)
CQR Resource Center 142(3)
Glossary 145(6)
Index 151

Supplemental Materials

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