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EL-9600 manual
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97 pages, 323.3 Kb
APPL
YING
USING THE
EL-9600
DAVID P
. LAWRENCE
ST
A
TISTICS
SHARP
Graphing Calculator
SHARP STAT COVER 02.2.19 11:09 AM Page 3
Contents
Main
Applying
STATISTICS
using the
SHARP EL-9600
GRAPHING CALCULATOR
David P. Lawrence Southwestern Oklahoma State University
ii
CONTENTS
CHAPTER TOPIC PAGE
Page
2
Creation of a One-Variable Data Set/STATISTICS USING THE SHARP EL-9600 3
Using Blackline Master 1.2
4
Creation of a One-Variable Data Set/STATISTICS USING THE SHARP EL-9600 5
6
NUMERICAL DESCRIPTION OF A 0NE-VARIABLE DATA SET
Chapter two
Numerical Description of a One-Variable Data Set/STATISTICS USING THE SHARP EL-9600 7
8
Using Blackline Master 2.2
Numerical Description of a One-Variable Data Set/STATISTICS USING THE SHARP EL-9600 9
10
Histogram Representation of a One-Variable Data Set/STATISTICS USING THE SHARP EL-9600 11
HISTOGRAM REPRESENTATION OF A ONE-VARIABLE DATA SET
Chapter three
12
Histogram Representation of a One-Variable Data Set/STATISTICS USING THE SHARP EL-9600 13
Using Blackline Master 3.2
14
Histogram Representation of a One-Variable Data Set/STATISTICS USING THE SHARP EL-9600 15
16
OTHER GRAPHICAL PORTRAYALS OF A ONE-VARIABLE DATA SET
Chapter four
Other Graphical Portrayals of a One-Variable Data Set/STATISTICS USING THE SHARP EL-9600 17
Using Blackline Master 4.2
18
Other Graphical Portrayals of a One-Variable Data Set/STATISTICS USING THE SHARP EL-9600 19
20
Page
22
Using Blackline Master 5.2
Creation of a Two-Variable Data Set/STATISTICS USING THESHARP EL-9600 23
24
Page
26
NUMERICAL DESCRIPTION OF A TWO-VARIABLE DATA SET
Chapter six
Page
28
Using Blackline Master 6.2
Numerical Description of a Two-Variable Data Set/STATISTICS USING THESHARP EL-9600 29
Page
Numerical Description of a Two-Variable Data Set/STATISTICS USING THESHARP EL-9600 31
32
GRAPHICAL PORTRAYAL OF A TWO-VARIABLE DATA SET
Chapter seven
Graphical Portrayal of a Two-Variable Data Set/STATISTICS USING THESHARP EL-9600 33
Using Blackline Master 7.2
34
Graphical Portrayal of a Two-Variable Data Set/STATISTICS USING THESHARP EL-9600 35
36
Graphical Portrayal of a Two-Variable Data Set/STATISTICS USING THESHARP EL-9600 37
38
LINEAR REGRESSIONS
Chapter eight
Linear Regressions/STATISTICS USINGTHE SHARP EL-9600 39
40
Using Blackline Master 8.2
Linear Regressions/STATISTICS USINGTHE SHARP EL-9600 41
42
Linear Regressions/STATISTICS USINGTHE SHARP EL-9600 43
44
OTHER REGRESSIONS AND MODEL OF BEST FIT
Chapter nine
Other Regressions and Model of Best Fit/STATISTICS USING THE SHARP EL-9600 45
46
Using Blackline Master 9.2
Other Regressions and Model of Best Fit/STATISTICS USING THE SHARP EL-9600 47
Additional Problem
48
STATISTICAL TESTS
Chapter ten
Statistical Tests/STATISTICS USING THE SHARP EL-9600 49
50
Statistical Tests/STATISTICS USING THE SHARP EL-9600 51
Using Blackline Master 10.2
52
Statistical Tests/STATISTICS USING THE SHARP EL-9600 53
Additional Problem
54
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 55
CONTENTS OF REPRODUCIBLE BLACKLINE MASTERS
1.1
56
Steps for creating a non-weighted one-variable data set
1.2
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 57
Steps for creating a weighted one-variable data set
1.3
58
Activity 1 Creating a non-weighted one-variable data set
Activity 2 Creating a weighted one-variable data set
2.1
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 59
Steps for calculating numerical descriptions of a one-variable non-weighted data set
2.2
60
Steps for calculating numerical descriptions of a one-variable weighted data set
2.3
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 61
Activity 1 Calculating the numerical descriptions for a non-weighted one-variable data set
2.4
62
Activity 2 Calculating the numerical descriptions for a weighted one-variable data set
3.1
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 63
Steps for creating a non-weighted data set's histogram
3.2
64
Steps for creating a weighted data set's histogram
3.3
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 65
Activity 1 Creating a non-weighted data set's histogram
Activity 2 Creating a weighted data set's histogram
4.1
66
Steps for creating a non-weighted data set's broken-line graph
4.2
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 67
Steps for creating a weighted data set's box-and-whisker chart
4.3
68
Activity 1 Creating a non-weighted data set's broken-line graph
Activity 2 Creating a weighted data set's box-and-whisker chart
5.1
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 69
Steps for creating a non-weighted two-variable data set
5.2
70
Steps for creating a weighted two-variable data set
5.3
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 71
Activity 1 Creating a non-weighted two-variable data set
Activity 2 Creating a weighted two-variable data set
6.1
72
Steps for calculating numerical descriptions of a two-variable
6.2
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 73
Steps for calculating numerical descriptions of a two-variable
6.3
74
Activity 1 Calculating the numerical descriptions for non- weighted two-variable data set
Activity 2 Calculating the numerical descriptions for a weighted two-variable data set
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 75
GRAPHICAL PORTRAYAL OF A TWO-VARIABLE DATA SET
7.1
76
Drawing a scatter diagram of a two-variable data set
GRAPHIC PORTRYAL OF A TWO-VARIABLE DATA SET
7.2
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 77
Activity 1 Drawing a scatter diagram of a non-weighted two-variable data set
GRAPHICAL PORTRAYAL OF A TWO-VARIABLE DATA SET
7.3
78
Activity 2 Drawing a scatter diagram of a weighted two-variable
GRAPHIC PORTRAYAL OF A TWO-VARIABLE DATA SET
7.4
8.1
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 79
Steps for calculating the best-fitting line
8.2
80
Calculating the best-fitting line
8.3
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 81
Activity 1 Calculate and plot the regression line.
Activity 2 Calculate and plot the regression line.
9.1
82
Steps for calculating other regression models
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 83
Model of best fit
OTHER REGRESSIONS AND MODEL OF BEST FIT
9.2
9.3
84
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 85
Use the data from Blackline Master 9.1. Activity 3 Calculate the inverse regression model.
Activity 4 Which regression model fits the best?
OTHER REGRESSIONS AND MODEL OF BEST FIT
9.4
10.1
86
Steps for performing a one-small-sample hypothesis test for the population mean
10.2
Blackline Masters/STATISTICS USINGTHE SHARP EL-9600 87
Steps for performing a two-small-sample hypothesis test for the population means
10.3
88
Activity 1 Perform a one-small-sample hypothesis test for the population mean.
Activity 2 Perform a two-small-sample hypothesis test for the population means.
Keypad/STATISTICS USINGTHE SHARP EL-9600 89
KEYPAD FOR THE SHARP EL-9600 GRAPHING CALCULATOR
Equation Editor
EZ
BS CL
ON
90
SOLUTIONS TO SELECTED ACTIVITIES
Answer Key/STATISTICS USINGTHE SHARP EL-9600 91