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A second course in statistics regression analysis 7th by mendenhall ch03

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Copyright © 2012 Pearson Education, Inc.. All rights reserved.Chapter 3 Simple Linear Regression... Copyright © 2012 Pearson Education, Inc.. Copyright © 2012 Pearson Education, Inc.. C

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Chapter 3

Simple Linear

Regression

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Section 3.1

Introduction

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Figure 3.1 The straight-line model

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Figure 3.2 Scatterplot for data in

Table 3.1

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Figure 3.3 Visual straight-line fit to

data in Table 3.1

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Figure 3.4 Plot of the least squares

line y ^ = .1  7x

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Figure 3.5a SAS printout for

advertising-sales regression

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Figure 3.5b SPSS printout for

advertising-sales regression

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Figure 3.5c MINITAB printout for

advertising-sales regression

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Section 3.4

Model

Assumptions

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Figure 3.6 The probability

distribution of 

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Section 3.5

An Estimator

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Figure 3.7 SAS printout for

advertising-sales regression

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Figure 3.8 Graphing the model

with  1 = 0: y =  0 + 

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Figure 3.9 Sampling distribution of

 ^ 1

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Figure 3.10 Rejection region and

calculated t-value for testing whether the

slope  1 = 0

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Figure 3.11 SAS printout for

advertising-sales regression

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Section 3.7

The

Coefficient of

Correlation

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Figure 3.12a&b Values of r and

their implications

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Figure 3.12c&d Values of r and

their implications

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Figure 3.12e&f Values of r and

their implications

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Figure 3.13 MINITAB correlation

printout for Example 3.1

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Figure 3.14 MINITAB scatterplot

for Example 3.1

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Figure 3.15 SPSS correlation

analysis of tire data

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Figure 3.16 SPSS scatterplot of

tire data

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Section 3.8

The

Coefficient of

Determination

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Figure 3.17 A comparison of the sum of

squares of deviations for two models

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Figure 3.18 Portion of SPSS printout

for advertising-sales regression

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Figure 3.19 MINITAB graph of simple

linear model relating price (y) to floor height

(x)

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Figure 3.20 Estimated mean value and

predicted individual value of sales revenue

y for x = 4

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Figure 3.21 SAS printout showing

95% confidence intervals for E(y)

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Figure 3.22 SAS printout showing

95% prediction intervals for y

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Figure 3.23 Error of estimating the

mean value of y for a given value of x

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Figure 3.24 Error of predicting a future

value of y for a given value of x

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Figure 3.25 Comparison of widths of

95% confidence and prediction intervals

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Section 3.10

A Complete

Example

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Figure 3.26 SAS printout for fire

damage linear regression

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Figure 3.27 Least squares model

for the fire damage data

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Figure 3.28 SPSS regression through

origin printout for Example 3.6

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Figure 3.29 MINITAB scatterplot

for data in Example 3.6

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Figure 3.30 SPSS spreadsheet

with 95% prediction intervals

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Figure 3.31 Using a straight line to

approximate a curvilinear relationship when

the true relationship passes through the origin

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