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

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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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This web page statisticswithouttears.blogspot.com states the following, "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." We saw that the webpage said " Judging the Fit of an LSRL." It also said " 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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