A Chemical Experiment A chemist measured
SET the peak current generated (in microamperes) DS1205 when a solution
containing a given amount of nickel (in parts per billion) is added to a
buffer:
$$\begin{array}{cc}\hline x=\mathrm{Ni}(\mathrm{ppb}) & y=\text { Peak } \text
{ Current }(\mathrm{mA}) \\\\\hline 19.1 & .095 \\\38.2 & .174 \\\57.3 & .256
\\\76.2 & .348 \\\95 & .429 \\\114 & .500 \\\131 & .580 \\\150 & .651 \\\170 &
.722 \\\\\hline\end{array}$$
a. Use the data entry method for your calculator to calculate the preliminary
sums of squares and crossproducts, \(S_{x x}, S_{y},\) and \(S_{x y}\)
b. Calculate the least-squares regression line.
c. Plot the points and the fitted line. Does the assumption of a linear
relationship appear to be reasonable?
d. Use the regression line to predict the peak current generated when a
solution containing 100 ppb of nickel is added to the buffer.
e. Construct the ANOVA table for the linear regression.