9780716733706

The Practice of Statistics AP TI-83 Graphing Calculator Enhanced

by ; ;
  • ISBN13:

    9780716733706

  • ISBN10:

    0716733706

  • Edition: 1st
  • Format: Hardcover
  • Copyright: 1998-08-15
  • Publisher: W. H. Freeman
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Summary

When The College Board created the Advanced Placement (AP) statistics course several years ago, they recommended several college books that closely match their syllabus. The top two books on this "short list" were Moore and McCabe'sIntroduction to the Practice of Statisticsand Moore'sThe Basic Practice of Statistics.Still, these book lacked several key elements such as activities and special topics. So, starting with the classic features of IPS and BPS, veteran AP statistics instructor Dan Yates has fashioned a text that perfectly matches the College Board's recommended syllabus. The result is the #1 book in the AP statistics market:The Practice of Statistics, TI-83 Graphing Calculator Enhanced.Because this book was written for bright high school students who are at an advanced reading level, it hasalso sold to many colleges and universities.These institutions love the idea of a David Moore book integrating the TI-83 Graphing Calculator, which is the most popular statistics calculator in the market. For colleges and universities who require or recommend that their students use the TI-83 Graphing Calculator,TPSis the appropriate text.

Table of Contents

Preface ix
Part I Organizing Data: Looking for Patterns and Departures from Patterns 1(240)
Exploring Data
3(60)
Displaying Distributions with Graphs
4(26)
Describing Distributions with Numbers
30(33)
The Normal Distributions
63(42)
Density Curves and the Normal Distributions
64(19)
Standard Normal Calculations
83(22)
Examining Relationships
105(70)
Scatterplots
111(17)
Correlation
128(9)
Least-Squares Regression
137(38)
More on Two-Variable Data
175(66)
Modeling Nonlinear Relationships
176(30)
Interpreting Correlation and Regression
206(9)
Relations in Categorical Data
215(26)
Part II Producing Data: Samples and Experiments 241(66)
Producing Data
243(64)
Designing Samples
247(18)
Designing Experiments
265(21)
Simulating Experiments
286(21)
Part III Probability: Foundations of Inference 307(194)
Probability: The Study of Randomness
309(56)
Randomnness
310(7)
Probability Models
317(24)
More About Probability
341(24)
Random Variables
365(48)
Discrete and Continuous Random Variables
367(18)
Means and Variances of Random Variables
385(28)
The Binomial and Geometric Distributions
413(40)
The Binomial Distributions
415(19)
The Geometric Distributions
434(19)
Sampling Distributions
453(48)
Sampling Distributions
456(16)
Sample Proportions
472(9)
Sample Means
481(20)
Part IV Inference: Conclusions with Confidence 501(288)
Introduction to Inference
503(82)
Estimating with Confidence
507(24)
Tests of Significance
531(29)
Using Significance Tests
560(7)
Inference as a Decision*
567(18)
Inference for Distributions
585(72)
Inference for the Mean of a Population
587(30)
Comparing Two Means
617(40)
Inference for Proportions
657(42)
Inference for a Population Proportion
660(18)
Comparing Two Proportions
678(21)
Inference for Tables: Chi-Square Procedures
699(52)
Test for Goodness of Fit
702(15)
Inference for Two-Way Tables
717(34)
Inference for Regression
751(38)
Inference About the Model
757(12)
Inference About the Prediction
769(5)
Checking the Regression Assumptions
774(15)
Post Exam Topic 789(44)
Analysis of Variance
791(42)
Inference for Population Spread
793(6)
One-Way Analysis of Variance
799(34)
Appendix 833(10)
Table A Standard normal probabilities
834(2)
Table B Random Digits
836(1)
Table C t distribution critical values
837(1)
Table D F distribution critical values
838(4)
Table E Chi-square distribution critical values
842(1)
Solutions to Selected Exercises 843(40)
Index 883

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