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Weighted Linear Regression with Errors in

The following data were recorded during the preparation of a calibration curve, where S eas and s are the mean and standard deviation, respectively, for three replicate measurements of the signal. [Pg.125]

Determine the relationship between S eas and Ca using a weighted linear regression model.  [Pg.125]

Once again, as you work through this example, remember that x represents the concentration of analyte in the standards (Cs), and y corresponds to the average signal (Smeas)- We begin by setting up a table to aid in the calculation of the weighting factor.  [Pg.125]

Adding together the values in the forth column gives [Pg.125]

After the individual weights have been calculated, a second table is used to aid in calculating the four summation terms in equations 5.22 and 5.23. [Pg.126]


CA Weighted Linear Regression with Errors in Both x andy... [Pg.127]


See other pages where Weighted Linear Regression with Errors in is mentioned: [Pg.124]   


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