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statisticswithouttears.blogspot.com

Statistics Without Tears

Why is it one of the most misunderstood, misused, and underappreciated mathematics fields? Read on to learn basic statistics and see it in action! Hows it going so far? Saturday, October 22, 2011. Judging the Fit of an LSRL. We have said in a previous post that the LSRL represents the best possible fitting line for the data association. But an LSRL, while best possible, might still not be very good. How do we tell? We find the residuals by plugging each x-value (smoking rates in our case) into the regres...

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Statistics Without Tears | statisticswithouttears.blogspot.com Reviews
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Why is it one of the most misunderstood, misused, and underappreciated mathematics fields? Read on to learn basic statistics and see it in action! Hows it going so far? Saturday, October 22, 2011. Judging the Fit of an LSRL. We have said in a previous post that the LSRL represents the best possible fitting line for the data association. But an LSRL, while best possible, might still not be very good. How do we tell? We find the residuals by plugging each x-value (smoking rates in our case) into the regres...
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Statistics Without Tears | statisticswithouttears.blogspot.com Reviews

https://statisticswithouttears.blogspot.com

Why is it one of the most misunderstood, misused, and underappreciated mathematics fields? Read on to learn basic statistics and see it in action! Hows it going so far? Saturday, October 22, 2011. Judging the Fit of an LSRL. We have said in a previous post that the LSRL represents the best possible fitting line for the data association. But an LSRL, while best possible, might still not be very good. How do we tell? We find the residuals by plugging each x-value (smoking rates in our case) into the regres...

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statisticswithouttears.blogspot.com statisticswithouttears.blogspot.com
1

Statistics Without Tears: Analyzing Quantitative Distributions

http://www.statisticswithouttears.blogspot.com/2011/08/analyzing-quantitative-distributions.html

Why is it one of the most misunderstood, misused, and underappreciated mathematics fields? Read on to learn basic statistics and see it in action! Hows it going so far? Saturday, August 20, 2011. This post deals only with quantitative data. When you have a quantitative dataset, it is always a good idea to look at a graphical display of it: usually a histogram or boxplot, although there are others. What you are looking to describe is the shape. Of the dataset, the spread. And any unusual features. Standar...

2

Statistics Without Tears: More About the Normal Distribution: the 68-95-99.7 Rule

http://www.statisticswithouttears.blogspot.com/2011/08/more-about-normal-distribution-68-95.html

Why is it one of the most misunderstood, misused, and underappreciated mathematics fields? Read on to learn basic statistics and see it in action! Hows it going so far? Wednesday, August 31, 2011. More About the Normal Distribution: the 68-95-99.7 Rule. Σ We can refer to a particular normal model by identifying µ and. Σ and using the letter N, for "Normal:" N(µ, σ). For example, if I want to describe a Normal model whose mean is 14 and whose standard deviation is 2, I use the notation N(14, 2). Now let's...

3

Statistics Without Tears: August 2011

http://www.statisticswithouttears.blogspot.com/2011_08_01_archive.html

Why is it one of the most misunderstood, misused, and underappreciated mathematics fields? Read on to learn basic statistics and see it in action! Hows it going so far? Wednesday, August 31, 2011. More About the Normal Distribution: the 68-95-99.7 Rule. Σ We can refer to a particular normal model by identifying µ and. Σ and using the letter N, for "Normal:" N(µ, σ). For example, if I want to describe a Normal model whose mean is 14 and whose standard deviation is 2, I use the notation N(14, 2). Now let's...

4

Statistics Without Tears: September 2011

http://www.statisticswithouttears.blogspot.com/2011_09_01_archive.html

Why is it one of the most misunderstood, misused, and underappreciated mathematics fields? Read on to learn basic statistics and see it in action! Hows it going so far? Sunday, September 18, 2011. Associations Between Two Variables. We all know now that smoking causes. Lung cancer. This fact took years and lots of statistical work to establish. The first step was to see if there was a connection. The lung cancer rate variable is called the response variable. When you view a scatterplot, you are looking f...

5

Statistics Without Tears: Associations Between Two Variables

http://www.statisticswithouttears.blogspot.com/2011/09/associations-between-two-variables.html

Why is it one of the most misunderstood, misused, and underappreciated mathematics fields? Read on to learn basic statistics and see it in action! Hows it going so far? Sunday, September 18, 2011. Associations Between Two Variables. We all know now that smoking causes. Lung cancer. This fact took years and lots of statistical work to establish. The first step was to see if there was a connection. The lung cancer rate variable is called the response variable. When you view a scatterplot, you are looking f...

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statisticswithouttears.blogspot.com statisticswithouttears.blogspot.com

Statistics Without Tears

Why is it one of the most misunderstood, misused, and underappreciated mathematics fields? Read on to learn basic statistics and see it in action! Hows it going so far? Saturday, October 22, 2011. Judging the Fit of an LSRL. We have said in a previous post that the LSRL represents the best possible fitting line for the data association. But an LSRL, while best possible, might still not be very good. How do we tell? We find the residuals by plugging each x-value (smoking rates in our case) into the regres...

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