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Business Statistics, Global Edition

Business Statistics, Global Edition

David F. Groebner | Patrick W. Shannon | Phillip C. Fry

(2017)

Additional Information

Book Details

Abstract


For 2-semester courses in Introductory Business Statistics.

 

Gain an edge in today’s workplace by applying statistical analysis skills to real-world decision-making.

Business Statistics: A Decision Making Approach provides students with an introduction to business statistics and to the analysis skills and techniques needed to make successful real-world business decisions. Written for students of all mathematical skill levels, the authors present concepts in a systematic and ordered way, drawing from their own experience as educators and consultants. Rooted in the theme that data are the starting point, Business Statistics champions the need to use and understand different types of data and data sources to be effective decision makers. This new edition integrates Microsoft Excel throughout as a way to work with statistical concepts and give students a resource that can be used in both their academic and professional careers.

 

Pearson MyLabTM Statistics not included. Students, if MyLab is a recommended/mandatory component of the course, please ask your instructor for the correct ISBN and course ID. MyLab should only be purchased when required by an instructor. Instructors, contact your Pearson rep for more information.

MyLab is an online homework, tutorial, and assessment product designed to personalize learning and improve results. With a wide range of interactive, engaging, and assignable activities, students are encouraged to actively learn and retain tough course concepts.

Table of Contents

Section Title Page Action Price
Cover Cover
Title Page 3
Copyright Page 4
About the Authors 7
Brief Contents 9
Contents 11
Preface 19
Acknowledgments 24
Chapter 1: The Where, Why, and How of Data Collection 25
1.1. What Is Business Statistics? 26
Descriptive Statistics 27
Inferential Procedures 28
1.2. Procedures for Collecting Data 29
Primary Data Collection Methods 29
Other Data Collection Methods 34
Data Collection Issues 35
1.3. Populations, Samples, and Sampling Techniques 37
Populations and Samples 37
Sampling Techniques 38
1.4. Data Types and Data Measurement Levels 43
Quantitative and Qualitative Data 43
Time-Series Data and Cross-Sectional Data 44
Data Measurement Levels 44
1.5. A Brief Introduction to Data Mining 47
Data Mining—Finding the Important, Hidden Relationships in Data 47
Summary 49
Key Terms 50
Chapter Exercises 51
Chapter 2: Graphs, Charts, and Tables—Describing Your Data 52
2.1. Frequency Distributions and Histograms 53
Frequency Distributions 53
Grouped Data Frequency Distributions 57
Histograms 62
Relative Frequency Histograms and Ogives 65
Joint Frequency Distributions 67
2.2. Bar Charts, Pie Charts, and Stem and Leaf Diagrams 74
Bar Charts 74
Pie Charts 77
Stem and Leaf Diagrams 78
2.3. Line Charts, Scatter Diagrams, and Pareto Charts 83
Line Charts 83
Scatter Diagrams 86
Pareto Charts 88
Summary 92
Equations 93
Key Terms 93
Chapter Exercises 93
Case 2.1: Server Downtime 95
Case 2.2: Hudson Valley Apples, Inc. 96
Case 2.3: Pine River Lumber Company—Part 1 96
Chapter 3: Describing Data Using Numerical Measures 97
3.1. Measures of Center and Location 98
Parameters and Statistics 98
Population Mean 98
Sample Mean 101
The Impact of Extreme Values on the Mean 102
Median 103
Skewed and Symmetric Distributions 104
Mode 105
Applying the Measures of Central Tendency 107
Other Measures of Location 108
Box and Whisker Plots 111
Developing a Box and Whisker Plot in Excel 2016 113
Data-Level Issues 113
3.2. Measures of Variation 119
Range 119
Interquartile Range 120
Population Variance and Standard Deviation 121
Sample Variance and Standard Deviation 124
3.3. Using the Mean and Standard Deviation Together 130
Coefficient of Variation 130
Tchebysheff’s Theorem 133
Standardized Data Values 133
Summary 138
Equations 139
Key Terms 140
Chapter Exercises 140
Case 3.1: SDW—Human Resources 144
Case 3.2: National Call Center 144
Case 3.3: Pine River Lumber Company—Part 2 145
Case 3.4: AJ’s Fitness Center 145
Chapters 1–3: Special Review Section 146
Chapters 1–3 146
Exercises 149
Review Case 1: State Department of Insurance 150
Term Project Assignments 151
Chapter 4: Introduction to Probability 152
4.1. The Basics of Probability 153
Important Probability Terms 153
Methods of Assigning Probability 158
4.2. The Rules of Probability 165
Measuring Probabilities 165
Conditional Probability 173
Multiplication Rule 177
Bayes’ Theorem 180
Summary 189
Equations 189
Key Terms 190
Chapter Exercises 190
Case 4.1: Great Air Commuter Service 193
Case 4.2: Pittsburg Lighting 194
Chapter 5: Discrete Probability Distributions 196
5.1. Introduction to Discrete Probability Distributions 197
Random Variables 197
Mean and Standard Deviation of Discrete Distributions 199
5.2. The Binomial Probability Distribution 204
The Binomial Distribution 205
Characteristics of the Binomial Distribution 205
5.3. Other Probability Distributions 217
The Poisson Distribution 217
The Hypergeometric Distribution 221
Summary 229
Equations 229
Key Terms 230
Chapter Exercises 230
Case 5.1: SaveMor Pharmacies 233
Case 5.2: Arrowmark Vending 234
Case 5.3: Boise Cascade Corporation 235
Chapter 6: Introduction to Continuous Probability Distributions 236
6.1. The Normal Distribution 237
The Normal Distribution 237
The Standard Normal Distribution 238
Using the Standard Normal Table 240
6.2. Other Continuous Probability Distributions 250
The Uniform Distribution 250
The Exponential Distribution 252
Summary 257
Equations 258
Key Terms 258
Chapter Exercises 258
Case 6.1: State Entitlement Programs 261
Case 6.2: Credit Data, Inc. 262
Case 6.3: National Oil Company—Part 1 262
Chapter 7: Introduction to Sampling Distributions 263
7.1. Sampling Error: What It Is and Why It Happens 264
Calculating Sampling Error 264
7.2. Sampling Distribution of the Mean 272
Simulating the Sampling Distribution for x 273
The Central Limit Theorem 279
7.3. Sampling Distribution of a Proportion 286
Working with Proportions 286
Sampling Distribution of p 288
Summary 295
Equations 296
Key Terms 296
Chapter Exercises 296
Case 7.1: Carpita Bottling Company—Part 1 299
Case 7.2: Truck Safety Inspection 300
Chapter 8: Estimating Single Population Parameters 301
8.1. Point and Confidence Interval Estimates for a Population Mean 302
Point Estimates and Confidence Intervals 302
Confidence Interval Estimate for the Population Mean, S Known 303
Confidence Interval Estimates for the Population Mean, S Unknown 310
Student’s t-Distribution 310
8.2. Determining the Required Sample Size for Estimating a Population Mean 319
Determining the Required Sample Size for Estimating M, S Known 320
Determining the Required Sample Size for Estimating M, S Unknown 321
8.3. Estimating a Population Proportion 325
Confidence Interval Estimate for a Population Proportion 326
Determining the Required Sample Size for Estimating a Population Proportion 328
Summary 334
Equations 335
Key Terms 335
Chapter Exercises 335
Case 8.1: Management Solutions, Inc. 338
Case 8.2: Federal Aviation Administration 339
Case 8.3: Cell Phone Use 339
Chapter 9: Introduction to Hypothesis Testing 340
9.1. Hypothesis Tests for Means 341
Formulating the Hypotheses 341
Significance Level and Critical Value 345
Hypothesis Test for M, S Known 346
Types of Hypothesis Tests 352
p-Value for Two-Tailed Tests 353
Hypothesis Test for M, S Unknown 355
9.2. Hypothesis Tests for a Proportion 362
Testing a Hypothesis about a Single Population Proportion 362
9.3. Type II Errors 368
Calculating Beta 368
Controlling Alpha and Beta 370
Power of the Test 374
Summary 379
Equations 381
Key Terms 381
Chapter Exercises 381
Case 9.1: Carpita Bottling Company—Part 2 385
Case 9.2: Wings of Fire 385
Chapter 10: Estimation and Hypothesis Testing for Two Population Parameters 387
10.1. Estimation for Two Population Means Using Independent Samples 388
Estimating the Difference between Two Population Means When S1 and S2 Are Known, Using Independent Samples 388
Estimating the Difference between Two Population Means When S1 and S2 Are Unknown, Using Independent Samples 390
10.2. Hypothesis Tests for Two Population Means Using Independent Samples 398
Testing for M1 M2 When S1 and S2 Are Known, Using Independent Samples 398
Testing for M1 M2 When S1 and S2 Are Unknown, Using Independent Samples 401
10.3. Interval Estimation and Hypothesis Tests for Paired Samples 410
Why Use Paired Samples? 411
Hypothesis Testing for Paired Samples 414
10.4. Estimation and Hypothesis Tests for Two Population Proportions 419
Estimating the Difference between Two Population Proportions 419
Hypothesis Tests for the Difference between Two Population Proportions 420
Summary 426
Equations 427
Key Terms 428
Chapter Exercises 428
Case 10.1: Larabee Engineering—Part 1 431
Case 10.2: Hamilton Marketing Services 431
Case 10.3: Green Valley Assembly Company 432
Case 10.4: U-Need-It Rental Agency 432
Chapter 11: Hypothesis Tests and Estimation for Population Variances 434
11.1. Hypothesis Tests and Estimation for a Single Population Variance 435
Chi-Square Test for One Population Variance 435
Interval Estimation for a Population Variance 440
11.2. Hypothesis Tests for Two Population Variances 444
F-Test for Two Population Variances 444
Summary 454
Equations 454
Key Term 454
Chapter Exercises 454
Case 11.1: Larabee Engineering—Part 2 456
Chapter 12: Analysis of Variance 458
12.1. One-Way Analysis of Variance 459
Introduction to One-Way ANOVA 459
Partitioning the Sum of Squares 460
The ANOVA Assumptions 461
Applying One-Way ANOVA 463
The Tukey-Kramer Procedure for Multiple Comparisons 470
Fixed Effects Versus Random Effects in Analysis of Variance 473
12.2. Randomized Complete Block Analysis of Variance 477
Randomized Complete Block ANOVA 478
Fisher’s Least Significant Difference Test 484
12.3. Two-Factor Analysis of Variance with Replication 488
Two-Factor ANOVA with Replications 488
A Caution about Interaction 494
Summary 498
Equations 499
Key Terms 499
Chapter Exercises 499
Case 12.1: Agency for New Americans 502
Case 12.2: McLaughlin Salmon Works 503
Case 12.3: NW Pulp and Paper 503
Case 12.4: Quinn Restoration 503
Business Statistics Capstone Project 504
Chapters 8–12: Special Review Section 505
Chapters 8–12 505
Using the Flow Diagrams 517
Exercises 518
Chapter 13: Goodness-of-Fit Tests and Contingency Analysis 521
13.1. Introduction to Goodness-of-Fit Tests 522
Chi-Square Goodness-of-Fit Test 522
13.2. Introduction to Contingency Analysis 534
2 x 2 Contingency Tables 535
r x c Contingency Tables 539
Chi-Square Test Limitations 541
Summary 545
Equations 545
Key Term 545
Chapter Exercises 546
Case 13.1: National Oil Company—Part 2 548
Case 13.2: Bentford Electronics—Part 1 548
Chapter 14: Introduction to Linear Regression and Correlation Analysis 550
14.1. Scatter Plots and Correlation 551
The Correlation Coefficient 551
14.2. Simple Linear Regression Analysis 560
The Regression Model Assumptions 560
Meaning of the Regression Coefficients 561
Least Squares Regression Properties 566
Significance Tests in Regression Analysis 568
14.3. Uses for Regression Analysis 578
Regression Analysis for Description 578
Regression Analysis for Prediction 580
Common Problems Using Regression Analysis 582
Summary 589
Equations 590
Key Terms 591
Chapter Exercises 591
Case 14.1: A & A Industrial Products 594
Case 14.2: Sapphire Coffee—Part 1 595
Case 14.3: Alamar Industries 595
Case 14.4: Continental Trucking 596
Chapter 15: Multiple Regression Analysis and Model Building 597
15.1. Introduction to Multiple Regression Analysis 598
Basic Model-Building Concepts 600
15.2. Using Qualitative Independent Variables 614
15.3. Working with Nonlinear Relationships 621
Analyzing Interaction Effects 625
Partial F-Test 629
15.4. Stepwise Regression 635
Forward Selection 635
Backward Elimination 635
Standard Stepwise Regression 637
Best Subsets Regression 638
15.5. Determining the Aptness of the Model 642
Analysis of Residuals 643
Corrective Actions 648
Summary 652
Equations 653
Key Terms 654
Chapter Exercises 654
Case 15.1: Dynamic Weighing, Inc. 656
Case 15.2: Glaser Machine Works 658
Case 15.3: Hawlins Manufacturing 658
Case 15.4: Sapphire Coffee—Part 2 659
Case 15.5: Wendell Motors 659
Chapter 16: Analyzing and Forecasting Time-Series Data 660
16.1. Introduction to Forecasting and Time-Series Data 661
General Forecasting Issues 661
Components of a Time Series 662
Introduction to Index Numbers 665
Using Index Numbers to Deflate a Time Series 666
16.2. Trend-Based Forecasting Techniques 668
Developing a Trend-Based Forecasting Model 668
Comparing the Forecast Values to the Actual Data 670
Nonlinear Trend Forecasting 677
Adjusting for Seasonality 681
16.3. Forecasting Using Smoothing Methods 691
Exponential Smoothing 691
Forecasting with Excel 2016 698
Summary 705
Equations 706
Key Terms 706
Chapter Exercises 706
Case 16.1: Park Falls Chamber of Commerce 709
Case 16.2: The St. Louis Companies 710
Case 16.3: Wagner Machine Works 710
Chapter 17: Introduction to Nonparametric Statistics 711
17.1. The Wilcoxon Signed Rank Test for One Population Median 712
The Wilcoxon Signed Rank Test—Single Population 712
17.2. Nonparametric Tests for Two Population Medians 717
The Mann–Whitney U-Test 717
Mann–Whitney U-Test—Large Samples 720
17.3. Kruskal–Wallis One-Way Analysis of Variance 729
Limitations and Other Considerations 733
Summary 736
Equations 737
Chapter Exercises 738
Case 17.1: Bentford Electronics—Part 2 741
Chapter 18: Introducing Business Analytics 742
18.1. What Is Business Analytics? 743
Descriptive Analytics 744
Predictive Analytics 747
18.2. Data Visualization Using Microsoft Power BI Desktop 749
Using Microsoft Power BI Desktop 753
Summary 765
Key Terms 765
Case 18.1: New York City Taxi Trips 765
Appendices 767
A: Random Numbers Table 768
B: Cumulative Binomial Distribution Table 769
C: Cumulative Poisson Probability Distribution Table 783
D: Standard Normal Distribution Table 788
E: Exponential Distribution Table 789
F: Values of t for Selected Probabilities 790
G: Values of x2 for Selected Probabilities 791
H: F-Distribution Table: Upper 5% Probability (or 5% Area) under F-Distribution Curve 792
I: Distribution of the Studentized Range (q-values) 798
J: Critical Values of r in the Runs Test 800
K: Mann–Whitney U Test Probabilities (n * 9) 801
L: Mann–Whitney U Test Critical Values (9 \" n \" 20) 803
M: Critical Values of T in the Wilcoxon Matched-Pairs Signed-Ranks Test (n \" 25) 805
N: Critical Values dL and du of the Durbin-Watson Statistic D (Critical Values Are One-Sided) 806
O: Lower and Upper Critical Values W of Wilcoxon Signed-Ranks Test 808 808
P: Control Chart Factors 809
Answers to Selected Odd-Numbered Problems 811
References 839
Glossary 843
Index 849
Credits 859
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