JMP Stats Guide (Spring 2023) (2)

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Stats Homework: JMP Computer Assignment PC For your first homework assignment, you will need to complete the statistical analysis for the data given below. This assignment is worth 5% of your total grade . Please complete the Word Document (“Stats Homework Template”) on the Moodle page and submit that Word Document to Moodle through the submission link . The data in the tables below are based on two studies of bald eagles in the United States and Canada with varying concentrations of DDE [a product of the pesticide DDT] (Grier 1982, Wiemeyer et al . 1993). Bold, blue text is helpful hints and important things to watch out for – read them. Bold, red text are warnings and common mistakes to avoid – read them as well. Table 1. The mean number of bald eagle young per breeding area in the years leading up to the 1972 DDT ban. Year (pre DDT ban) Mean Number of Bald Eagle Young per Breeding Area (pre DDT ban) 1966 1.3 1967 0.7 1968 0.9 1969 0.8 1970 0.5 1971 0.6 1972 0.5 Table 2. The mean number of bald eagle young per breeding area in the years immediately following the 1972 DDT ban. Year (post DDT ban) Mean number of bald eagle young per breeding area (post DDT ban) 1972 0.5 1973 0.8 1974 0.5 1975 0.8 1976 0.9 1977 1 1978 0.9 1979 1 1980 1 1981 1.12
Table 3. DDE concentrations in bald eagle tissue before and after the 1972 DDT ban (data collected 1966-1981). DDE (ppm, dry weight) Time Period 70 pre DDT ban 130 pre DDT ban 120 pre DDT ban 90 pre DDT ban 40 post DDT ban 10 post DDT ban 20 post DDT ban 30 post DDT ban Table 4. The mean five-year productivity for ranges of DDE residuals taken from 15 states in the USA between 1980 to 1984. DDE Residual Interval Mean Five Year Productivity <2.2 0.91 <2.2 1.0 <2.2 0.96 <2.2 1.03 <2.2 1.0 2.2-3.6 1.04 2.2-3.6 0.95 2.2-3.6 1.1 2.2-3.6 1.01 2.2-3.6 1.0 3.6-6.3 0.8 3.6-6.3 0.5 3.6-6.3 0.75 3.6-6.3 0.35 3.6-6.3 0.25 6.3-12 0.5 6.3-12 0.2 6.3-12 0.4 6.3-12 0.1 6.3-12 0.15 >12 0.6 >12 0.05 >12 0.3
>12 0.05 >12 0.05 JMP tutorial (PC) While this guide refers to the appropriate tables throughout, it uses different data values than those provided above to illustrate the steps to complete the homework. If you copy any values from the pictures in this guide you will have the incorrect answer – only use data provided in the tables above. Open the JMP program which you have installed on your computer. Then go to File > New and select Data Table.
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Enter the data in Table 1, creating more columns as needed. Enter a title into the column headers by double clicking the header cell, or right clicking and going into cell properties. Double-check that you have no errors have been made while entering your data (even if you copy/pasted). After the data has been correctly entered, you will use JMP to analyze and graph your data. The following directions will instruct you on how to run the statistical analysis required, and then instruct you on how to create a graph to use. DO NOT copy the graphs produced in the statistical analysis section – they are not the graphs you want, and will result in grade deductions. Regression This section will walk you through the steps to perform a regression analysis, which will be used to perform a statistical analysis of Table 1 and Table 2. You will use the same steps for both tables, but will use the relevant data. Click the “Fit Model” icon (which the arrow is pointing to), which will open a new window. Fit Model
In the new window, click and drag the independent variable to the “Construct Model Effects” box, and then drag dependent variable to the Y box. Click “Run.” A new window will open that contains multiple sections of statistical output. Scroll to the bottom of that window to the sections that say Summary of Fit , Analysis of Variance , and Parameter Estimates . Run Statistical Analysis Dependent Variable here Independent Variable here DF 1 DF 2 R 2 P value F stat
These three sections will provide you with the calculated values for the F stat, p-value, degrees of freedom [both of which you need here], and the R 2 . You need to report these results in the appropriate format from the lecture/PowerPoint presentation: “There was/was not a significant/insignificant difference/relationship in DEPENDENT VARIABLE for INDEPENDENT VARIABLE (F df1,df2 = X, p=Y, R 2 =Z, Equation, Figure 1).” You will repeat this process using Table 2 data to obtain the regression analysis for post-DDT ban period. Saving the statistical output is not necessary, though it is suggested to save the data tables. Should you need to re-do the statistical analysis you will already have the data available. Making the Scatterplots Return to the original data table. In the menu bar, go to Graph > Graph Builder; alternatively, click on the “Graph Builder” button on the toolbar. Graph Menu
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Selecting either the menu option or clicking the icon will open a new window used to build graphs (commonly referred to as figures). Along the top will be several options for graph types. Your variables will be in the left most window, with graph options below them. First, drag the independent variable (in this case “Year”) to the X box; then drag the Graph Builder icon Graph type Selector Graph tools / features Variable window Graph Template
dependent variable (in this case “Mean Number of bald eagle young pre DDT ban”) to the Y box. Remember, independent variables generally go on the x-axis and dependent variables generally go on the y-axis. You will now have a scatterplot, though it needs some modifications. We want the line of best fit to be linear (not squiggly), so select the third icon in the graph options. This will produce a scatterplot with a linear best fit line along with 95% confidence intervals (the shaded region). Dependent Variable Independent Variable Line of best fit
We also want to have the equation of the line of best fit, as well as the R 2 value on the figure. To get these, in the graph options below your variables select check the R 2 and Equation boxes, which will display them on the graph. In scientific writing we do not titles, legends, or footers for figure;, rather we add a figure caption that sits below the graph and contains relevant information. In JMP, there are two ways to remove these features from the graphs. R 2 Equation
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The easiest way is to click the upside-down red arrow next to the “Graph Builder” title bar, move to Show, then you can click off the title, legend, and footer. This will leave you with the graph below. The figure is now in the proper format to be used in your assignment. Click the Done button below the “Graph Builder” title bar to remove the graph builder tools and leave you with the final graph. Red upside down arrow Done Button
Right-click on the graph select Edit > Copy from the pop-up menu. This saves the figure to the clipboard which can now be pasted into your homework assignment where indicated. Your final figure should look like the one below: Be sure to remove any unnecessary elements from figures for any assignments submitted – this includes titles, legends, footers, etc. Write a figure caption beneath the figure once it has been pasted into the homework document. All figures should be numbered in chronological order (Figure 1, Figure 2, etc.). Between the figure and the figure caption, the reader should be able to understand what information is trying to be presented. Any example of how the final figure should look, with caption included, is shown below:
Figure 1. The change in dependent variable in relation to independent variable . The shaded area represents the 95% confidence interval. Repeat this process to produce the graph for Table 2 (post DDT ban). T-Test In a new data table, or in the same data table that you used for Table 1 and Table 2 (as done in the image below), enter the data from Table 3. Right-click on the “DDE(ppm, dry weight)” column header and select Column Info… from the pop-up menu. In the window that opens, click the Column Properties drop- down menu and select “Units” and in the Units box enter “ppm, dry weight.” Refer to the two images below for these steps.
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To perform a t-test on the data from Table 3, you want to click on the “Fit Y by X” icon the the toolbar. Fit Y by X
Place your independent variable in the “X Factor” box and the dependent variable in the “Y Response” box then click the “OK” button. If you are having issues with your t-test or ANOVA results, make sure that the data type is correct. To fix data type issues, the icons for your variables should match the ones above (the blue triangle, the red bars, etc.). To fix this, go to the data table with all your data, right-click the relevant column header and select Column Info… from the pop-up menu. In the window that appears, select the correct “Modeling Type” that the data should be – Continuous, Ordinal, Nominal, etc. Once you have selected the correct Modeling Type, click the OK button. Ok button to run analysis Dependent variable Here Independent variable Here
Once you click OK in the “Fit Y by X” window, a new window with the statistical output. The initial view will be a graph similar to the one below. Remember, these are not the figures we want for the assignment and/or reports. Next, you will click the upside-down red arrow next to the Oneway Analysis title bar which will open a drop-down menu. From the drop-down menu, select “Means/ANOVA/Pooled t.” Don’t choose the regular “t-test.” Upside down red arrow
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Once you make this selection, you will see the statistical output that you are interested in. Minimize (click the grey/white arrow) for all of the output except “Pooled t Test.” This section will provide the appropriate T-statistic, degrees of freedom, and p-value to report (as show in the image above). You need to report these results in the appropriate format from the lecture/PowerPoint presentation: “There was/was not a significant/insignificant difference/relationship in DEPENDENT VARIABLE for INDEPENDENT VARIABLE (t df = X, p=Y, Figure #).” Means/ANOVA/Pooled t P value DF T stat
The Matching Bar Graph Click the “Graph Builder” icon in the toolbar. Drag the independent variable to the x-axis and the dependent to the y-axis. Remember, independent variables generally go on the x-axis and dependent variables generally go on the y-axis. Graph Builder Dependent Variable goes here Independent Variable goes here
Then, click the bar graph icon from the graph type selection bar. This will produce the correct graph type (shown below) but just as we had to make modifications to the scatterplots, we to make a few adjustments here as well. To add the standard error bars, go to the graph options below the variable and in the Error Interval drop down menu select “Standard Error.” Bar graph button
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Go to the “Graph Builder” title bar and click the upside-down red arrow to go into the show menu and uncheck the title, legend, and footer options. This will leave you will the desired figure. Click “Done” under the Graph Builder title bar. Your graph should look like the one below. If one of the bars is checkered patterned, just click the white space to remove the pattern. Standard Error selection
Figure #. The dependent variable for the independent variable . Describe the bars in some detail to give the reader some information… Right-click on the graph select Edit > Copy from the pop-up menu. This saves the figure to the clipboard which can now be pasted into your homework assignment where indicated. ANOVA and Tukey Tests In a new data table, or in the same data table that you used for Table 1, Table 2, and Table 4, enter the data from Table 4. Once you have done that, click the “Fit Y by X” icon in the toolbar. In the window that opens, drag the independent variable to the “X, Factor” box and the dependent variable to the “Y, Response” box (this is the same process that was done for the t-test…). Click OK, which will run the statistical analysis.
A new window will appear with a graph, but again it is not the graph that we want. Again, click the upside-down red arrow in the title bar and the drop-down menu will appear. Select “Means/Anova” this time. Minimize all of the new sections (click the grey/white arrows) that appear except for the “Analysis of Variance”. Run stats Independent Variable here Dependent Variable here Upside down red arrow
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This section will provide the calculated F stat, both degrees of freedom, and the p-value that you must report. You need to report these results in the appropriate format from the lecture/PowerPoint presentation: “There was/was not a significant/insignificant difference/relationship in DEPENDENT VARIABLE for INDEPENDENT VARIABLE (F df1,df2 = X, p=Y, Figure #).” These results tell you if there is a significant difference in at least one of the four groups of DDE residual intervals, but it does not tell you which pairs are significantly different. If the p-value is < 0.05, use an a posteriori Tukey test. In the ANOVA output, click on the upside-down red arrow on the title bar. Select Compare Means > All Pairs, Tukey Test from the drop-down menu (shown below). This test adjusts for multiple comparisons which we are performing here. This will add new sections to the statistical output. The section that you want now is the Df 2 Df 1 p-value F stat
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“Connecting Letters Report”. These are the associated Tukey letters for each of the treatment categories. You need to explain the differences AND similarities that are denoted by these letters. If categories have the same letter, then there is not a significant difference between them. If the categories have different letters, then there is a significant difference between them. All comparisons must be described in your assignment. A category with multiple letters is not different from either letter. As an example, in the image above BC is not different from B or C, but BC is different from A. This information can also be found from interpreting all the comparison p-values in the section “Ordered Differences Report” from the significance of the p-value. You need to record the categories and their Tukey letter for the next section. The Matching Bar Graph You will need to make a bar graph to match your ANOVA output. You will use the same steps as in the bar graph for the t test, but use the data from Table 4. First, you will need make a new column in the data table to enter in the Tukey letters. The Tukey letter of the category will go on the first line as the first entry in that category. The Tukey letter for <2.2 will go on the first line since that is the first instance <2.2 appears, etc. Refer to the image below to see how the Tukey letters column should be set up. Right-click on the Tukey Letters column and choose Label/Unlabel. To confirm that this Tukey letters for each category
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was done, look for a symbol next to the column name in on the left side of the data table window. Once that is done, enter the Graph Builder. As previously, the independent variable will go into the X box and the dependent variable will go into the Y box. Select the bar graph icon from the graph type selection bar. Go to the graph tools/features on the left side and under the Error Interval drop-down menu select “Standard Error.” In the Label drop-down menu (right below the Error Interval selection) select “Label by Row”, which will apply the Tukey letters. Finally, go to the upside-down red arrow on the “Graph Builder” title bar to the show menu and unclick the title, legend, and footer. Click Done underneath the title bar. Right-click on the graph select Edit > Copy from the pop-up menu. This saves the figure to the clipboard which can now be pasted into your homework assignment where indicated. Your final figure should look similar to the one below. Add Tukey letters
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Figure #. The dependent variable for independent variable . Describe the bars in some detail to give the reader some information… Be sure to describe the Tukey letter designations. You should now have completed four statistical analyses (two regressions, a t- test, and an ANOVE) and have associated graphs/figures for each analysis. Use that information to complete the homework assignment. Once completed, upload that Word document to the Moodle submission. STOP – The guide below is a repeat of the information above for Mac users.
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Stats Homework: JMP Computer Assignment (Mac) For your first homework assignment, you will need to complete the statistical analysis for the data given below. This assignment is worth 5% of your total grade . Please complete the Word Document (“Stats Homework Template”) on the Moodle page and submit that Word Document to Moodle through the submission link . The data in the tables below are based on two studies of bald eagles in the United States and Canada with varying concentrations of DDE [a product of the pesticide DDT] (Grier 1982, Wiemeyer et al . 1993). Bold, blue text is helpful hints and important things to watch out for – read them. Bold, red text are warnings and common mistakes to avoid – read them as well. Table 1. The mean number of bald eagle young per breeding area in the years leading up to the 1972 DDT ban. Year (pre DDT ban) Mean Number of Bald Eagle Young per Breeding Area (pre DDT ban) 1966 1.3 1967 0.7 1968 0.9 1969 0.8 1970 0.5 1971 0.6 1972 0.5 Table 2. The mean number of bald eagle young per breeding area in the years immediately following the 1972 DDT ban. Year (post DDT ban) Mean number of bald eagle young per breeding area (post DDT ban) 1972 0.5 1973 0.8 1974 0.5 1975 0.8 1976 0.9 1977 1 1978 0.9 1979 1 1980 1 1981 1.12
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Table 3. DDE concentrations in bald eagle tissue before and after the 1972 DDT ban (data collected 1966-1981). DDE (ppm, dry weight) Time Period 70 pre DDT ban 130 pre DDT ban 120 pre DDT ban 90 pre DDT ban 40 post DDT ban 10 post DDT ban 20 post DDT ban 30 post DDT ban Table 4. The mean five-year productivity for ranges of DDE residuals taken from 15 states in the USA between 1980 to 1984. DDE Residual Interval Mean Five Year Productivity <2.2 0.91 <2.2 1.0 <2.2 0.96 <2.2 1.03 <2.2 1.0 2.2-3.6 1.04 2.2-3.6 0.95 2.2-3.6 1.1 2.2-3.6 1.01 2.2-3.6 1.0 3.6-6.3 0.8 3.6-6.3 0.5 3.6-6.3 0.75 3.6-6.3 0.35 3.6-6.3 0.25 6.3-12 0.5 6.3-12 0.2 6.3-12 0.4 6.3-12 0.1 6.3-12 0.15 >12 0.6 >12 0.05 >12 0.3
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>12 0.05 >12 0.05 JMP tutorial (Mac) While this guide refers to the appropriate tables throughout, it uses different data values than those provided above to illustrate the steps to complete the homework. If you copy any values from the pictures in this guide you will have the incorrect answer – only use data provided in the tables above. Open the JMP program which you have installed on your computer. Then, go to File, New under Data Table. Create a new data table. Enter the data in Table 1 creating more columns as you need. Be sure to enter a title into the column headers either by double clicking the header cell or right clicking and going into cell properties.
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After you have double checked that you have no mistakes entering the data, you will use JMP to both analyze and graph your data. The following directions will first instruct you on how to run the statistical analysis required, THEN will have a second section on how to create a graph to use. DO NOT copy the graphs produced in the statistical analysis section as they are a byproduct of the statistical algorithms NOT what you want. Regression This section will walk you through the steps to perform a regression analysis. It is modeled after the steps you would take to analyze table 1. You will need to follow the same steps to analyze table 2, but use the data in table 2 instead. Click on “Analyze” at the top of the screen. Select “Fit Model” from the dropdown menu. Click the “fit model” icon indicated here by the position of the arrow. This action will Analyze Fit Model
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open a new window. In the new window that opens, click and drag the Independent variable to the “Construct Model Effects” box. Then drag Dependent variable to the Y box. Click “Run.” A new window will open with the output and multiple sections. Scroll to the bottom of that window to the sections that say Summary of Fit, Analysis of Variance, and Parameter Estimates. Run Statistical Analysis Dependent Variable here Independent Variable here
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These three sections will provide you with the calculated values for the F stat, p-value, degrees of freedom [both of which you need here], and the R 2 . You need to report these results in the appropriate format from the lecture/PowerPoint presentation: “There was/was not a significant/insignificant difference/relationship in DEPENDENT VARIABLE for INDEPENDENT VARIABLE (F df1,df2 = X, p=Y, R 2 =Z, Equation, Figure 1).” You will repeat this process using Table 2 data to obtain the regression analysis for post-DDT ban period. Saving the statistical output is not necessary, though it is suggested to save the data tables. Should you need to re-do the statistical analysis you will already have the data available. Making the Scatterplots Return to the original data table Click “Graph” at the top of the screen and select “Graph Builder” from the drop-down menu. DF 1 DF 2 R 2 P value F stat Graph Builder Graph Menu
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Clicking into the graph builder will open a new window that has a build your own graph template in the center, your variables in the left most window, then under that, tools for different graph types, and along the top the selection of graph types. Graph type Selector Graph tools / features Variable window Graph Template
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First, drag the independent variable (in this case, year) to the X box. Drag the dependent variable (in this case, Mean Number of bald eagle young pre DDT ban) to the Y box. You will notice that while we now have a scatterplot, it is not the exact scatterplot that we want. We need to correct the line of best fit, which we do in the graph type selector. Rather than the smoother (squiggly line), we want the best fit line. Click on the linear line, the line of best fit in the graph type selector. This will produce the scatterplot that we wish to see and include the 95% confidence intervals. Seen below. Dependent Variable Independent Variable Line of best fit
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To get the other values that we want, in the graph tools part of the window on the left [below the variables] check the R 2 and Equation boxes. They will now appear on the graph. In science we do not title our graphs, rather we add a figure caption that sits below the graph which contains the necessary information. Nor do we include a legend or footer. There are 2 ways to remove these features from the graphs. First, you can click the upside-down red arrow next to the Graph Builder title bar, R 2 Equation
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move to Show, then you can click off the title, legend, and footer. Leaving you with the graph below. This graph is now in the proper format to be used in your assignment. Click the Done button below the Graph Builder title bar to remove the graph builder tools and leave you with the final graph. Right-click on the graph select Edit > Copy from the pop-up menu. This saves the figure to the clipboard which can now be pasted into your homework assignment where indicated. Your final figure should look like the one below: Red upside down arrow Done Button
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Be sure to remove any unnecessary elements from figures for any assignments submitted – this includes titles, legends, footers, etc. Write a figure caption beneath the figure once it has been pasted into the homework document. All figures should be numbered in chronological order (Figure 1, Figure 2, etc.). Between the figure and the figure caption, the reader should be able to understand what information is trying to be presented. Any example of how the final figure should look, with caption included, is shown below:
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Figure 1. The change in dependent variable in relation to independent variable . The shaded area represents the 95% confidence interval. Repeat this process to produce the graph for Table 2 (post DDT ban). T-Test Next, enter the data from Table 3. You can either create a new data table (save the regression table first!) or add those data into your existing data table as I have done below. Here, you can add the units (in this case “ppm, dry weight”) to the DDE column from Table 3. Click on “column properties” and choose “units.”
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Now, click on “Analyze” at the top of the screen and select “Fit Y by X” from the dropdown menu. Place the independent variable in the “X Factor” box and the dependent variable in the Fit Y by X Analyze
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“Y Response” box. Then, click OK. If you are having issues with your t-test or ANOVA results, make sure that the data type is correct. To fix data type issues, the icons for your variables should match the ones above (the blue triangle, the red bars, etc.). To fix this, go to the data table with all your data, right-click the relevant column header and select Column Info… from the pop-up menu. In the window that appears, select the correct “Modeling Type” that the data should be – Continuous, Ordinal, Nominal, etc. Once you have selected the correct Modeling Type, click the OK button. Ok button to run analysis Dependent variable Here Independent variable Here
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Next, you will click the upside-down red arrow next to the analysis title on the title bar. This will open a drop-down selection menu. Choose the additional function of “Means/Anova/Pooled t” from the drop-down menu. Don’t choose the regular “T-test.” This is a particularity for the algorithms of JMP. After this selection, more statistical components will be added to your original statistical Upside down red arrow Means/Anova/Pooled t
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output screen. Minimize all of the output except “Pooled t Test.” This section will provide the appropriate T-statistic, degrees of freedom, and p-value to report (as show in the image above). You need to report these results in the appropriate format from the lecture/PowerPoint presentation: “There was/was not a significant/insignificant difference/relationship in DEPENDENT VARIABLE for INDEPENDENT VARIABLE (t df = X, p=Y, Figure #).” The Matching Bar Graph First click into the “Graph Builder”. Then drag the independent variable to the x-axis and the dependent to the y. P value DF T stat
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Then, click the bar graph icon from the graph type selection bar. This will produce the correct graph type [below], but we still need to add a few features. Dependent Variable goes here Independent Variable goes here Bar graph button
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To add the standard error bars that are needed, go to the graph tools / features below the variable window and go to the Error Interval drop down menu. Select “Standard Error”. Once again, go to the Graph builder title bar and click the upside-down red arrow to go into the show menu and unclick the title, legend, and footer. This will leave you will the final product. If one of the bars is checkered patterned, just click the white space to remove that. Click “Done” under the Graph Builder title bar. Here is the final product: Standard Error selection
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Figure #. The dependent variable for the independent variable . Describe the bars in some detail to give the reader some information… Right-click on the graph select Edit > Copy from the pop-up menu. This saves the figure to the clipboard which can now be pasted into your homework assignment where indicated. ANOVA and Tukey Tests After the data from Table 4 are entered into the JMP data table, click into the “Fit Y by X” under analyze as with the t test we have performed. In the window that opens, drag the independent variable to the “X, Factor” box and the dependent variable to the “Y, Response” box. Click OK.
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A new window will open and it will be the same initial graph as before. Once again do to the upside-down red arrow in the title bar and the drop-down menu will appear. Select “Means/Anova” this time. Close all of the new sections that appear except for the “Analysis of Variance”. Run stats Independent Variable here Dependent Variable here Upside down red arrow
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This section will provide the calculated F stat, both degrees of freedom, and the p-value that you must report. You need to report these results in the appropriate format from the lecture/PowerPoint presentation: “There was/was not a significant/insignificant difference/relationship in DEPENDENT VARIABLE for INDEPENDENT VARIABLE (F df1,df2 = X, p=Y, Figure #).” These results tell you if there is a significant difference in at least one of the four groups of DDE residual intervals, but it does not tell you which pairs are significantly different. If the p-value is < 0.05, use an a posteriori Tukey test. In the ANOVA output, click on the upside-down red arrow on the title bar again. Choose this time the “Compare Means” tab on the drop-down menu. Then select “All Pairs, Tukey HSD” under this part. This test adjusts for multiple comparisons which we are performing here. This action will add new sections to the statistical output. The section that you want now is the “Connecting Letters Report”. These are the associated Tukey letters for each of the treatment categories. Df 2 Df 1 p-value F stat
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You need to explain the differences AND similarities that are denoted by these letters. If categories have the same letter, then there is not a significant difference between them. If the categories have different letters, then there is a significant difference between them. All comparisons have to be described in your assignment. Note, that a category with multiple letters are not different from either letter. Here, BC is not different from B or C, but BC is different from A. This information can also be found from interpreting all of the comparison p-values in the section “Ordered Differences Report” from the significance of the p-value. You need to record the categories and their Tukey letter for the next section. The Matching Bar Graph You will need to make a bar graph to match your ANOVA. You will use the same steps as in the last bar graph for the t test, but use the data from Table 4. First, you will make a new column to enter in the Tukey letters. The Tukey letter of the category will go on the first line as the first entry in that category. The Tukey letter for <2.2 will go on the first line since that is the first instance <2.2 appears. The same for the others. Tukey letters for each category
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Now, right click on the Tukey Letters column and choose Label/Unlabel. You will see some symbol in the variable window. Now that the preparations are done, you will enter the Graph Builder for the last time. The independent variable will go into the X box, the dependent variable will go into the Y box. Select the bar graph icon from the graph type selection bar. Go to the graph tools/features on the left side and under the Error Interval drop-down menu select “Standard Error”. The new step is to next go into the Label drop-down menu below the Error Interval one and select “Label by Row”, which will apply the Tukey letters. Finally, go to the upside-down red arrow on the Graph Builder title bar to the show menu and unclick the Title, legend, and footer. Click Done underneath the title bar. Right click the graph, select Edit, Copy Graph and paste into your assignment. Your graph should look like this: Add Tukey letters
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Figure #. The dependent variable for independent variable . Describe the bars in some detail to give the reader some information… Be sure to describe the Tukey letter designations. You should now have completed four statistical analyses (two regressions, a t- test, and an ANOVE) and have associated graphs/figures for each analysis. Use that information to complete the homework assignment. Once completed, upload that Word document to the Moodle submission.
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