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Sharp EL-9600 Answer Key/STATISTICS USINGTHE SHARP EL-9600 91

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Answer Key/STATISTICS USINGTHE SHARP EL-9600 91

BLACKLINE MASTER 9.3

ACTIVITY 1

1. y=-37.15 + 51.55 log x

2. .693

ACTIVITY 2

1. y=1.91X.8413

2. .896

BLACKLINE MASTER 9.4

ACTIVITY 3

1. y=51.46 - 273.69 X-1

2. .522

ACTIVITY 4

1. .8553

2. .9337

3. .9786

4. .6933

5. .8961

6. .5221

7. exponential

10. STATISTICAL TESTS

ADDITIONAL PROBLEMS

1. µ= 5, µ< 5, t= -2.05, p= .027, support µ < 5

2. µ1 = µ2, µ1 > µ2, t= 1.26, p= .115, support

µ1 = µ2

BLACKLINE MASTER 10.3

ACTIVITY 1

µ = 75, µ > 75, t= .889, p= .196, support µ = 75

ACTIVITY 2

µ1 = µ2, µ1>µ2, t= 2.07, p= .031, support µ1 > µ2

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