Run a t-test on the slope of a regression line using a Casio 9750 graphing calculator (
http://amzn.to/1AVxr78).
For more free statistics resources, visit http://www.openintro.org.
Also, check out our free intro statistics textbooks at http://www.openintro.org/stat/textboo...
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Approximate script:
I'm going to cover how to perform a t-test for the slope of regression line summary using a Casio 9750 graphing calculator, where I'll be checking whether the data provide strong evidence of a non-zero slope. The sample data set I'll use is from a previous video where I described how to draw a scatterplot of the data and compute the y-intercept and slope for a regression using the Casio 9750 calculator.
For conducting the t-test for the slope, I'll go to the STAT section by hitting Menu and then hitting 2 for the Stat section.
Next, I'll enter the data into two lists. However, I've already entered the data from the last video, so I'll just go ahead and reuse it for this video.
Since I want to conduct a t-test, I go to TEST, then to T. Since this is a regression context, I navigate to REG for regression. Now I need to specify the alternative hypothesis. Since I want to run a 2-sided test, I'll use "not equals", which is already selected. Next, I specify the lists where the data are located. I prefer to always store my data in Lists 1 and 2, and that's again where I stored these. But had I needed to change a list, I would have navigated down to the list, then hit F1 and entered the list number.
The frequency value should remain at 1, so I can hit the execute key to get the test results.
The output shows
- the alternative hypothesis,
- the t-test statistic,
- the p-value,
- the degrees of freedom for the test statistic,
- the y-intercept,
- the slope, and
- some additional statistics.
The p-value is 8.1e-5, which is about 0.000085, so I reject the null hypothesis and conclude that there is a linear trend in the data.
If you liked this video, give it a thumbs up below and subscribe. Thanks for watching.
For more free statistics resources, visit http://www.openintro.org.
Also, check out our free intro statistics textbooks at http://www.openintro.org/stat/textboo...
- - -
Approximate script:
I'm going to cover how to perform a t-test for the slope of regression line summary using a Casio 9750 graphing calculator, where I'll be checking whether the data provide strong evidence of a non-zero slope. The sample data set I'll use is from a previous video where I described how to draw a scatterplot of the data and compute the y-intercept and slope for a regression using the Casio 9750 calculator.
For conducting the t-test for the slope, I'll go to the STAT section by hitting Menu and then hitting 2 for the Stat section.
Next, I'll enter the data into two lists. However, I've already entered the data from the last video, so I'll just go ahead and reuse it for this video.
Since I want to conduct a t-test, I go to TEST, then to T. Since this is a regression context, I navigate to REG for regression. Now I need to specify the alternative hypothesis. Since I want to run a 2-sided test, I'll use "not equals", which is already selected. Next, I specify the lists where the data are located. I prefer to always store my data in Lists 1 and 2, and that's again where I stored these. But had I needed to change a list, I would have navigated down to the list, then hit F1 and entered the list number.
The frequency value should remain at 1, so I can hit the execute key to get the test results.
The output shows
- the alternative hypothesis,
- the t-test statistic,
- the p-value,
- the degrees of freedom for the test statistic,
- the y-intercept,
- the slope, and
- some additional statistics.
The p-value is 8.1e-5, which is about 0.000085, so I reject the null hypothesis and conclude that there is a linear trend in the data.
If you liked this video, give it a thumbs up below and subscribe. Thanks for watching.
Regression t-Test for the Slope (Casio fx-9750GII) | |
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Education | Upload TimePublished on 19 Jul 2015 |
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