9. The equation of the straight line determined from a least squares fit procedure for an experiment in which the instrument readout, R, was plotted on the y-axis and the concentration, C, in parts per million was plotted on the x- axis is R = 1.37 C + 0.029 What is the analyte concentration in the unknown if the instrument readout for the unknown is 0.481?

Appl Of Ms Excel In Analytical Chemistry
2nd Edition
ISBN:9781285686691
Author:Crouch
Publisher:Crouch
Chapter3: Statistical Tests With Excel
Section: Chapter Questions
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9. The equation of the straight line determined from a least
squares fit procedure for an experiment in which the
instrument readout, R, was plotted on the y-axis and the
concentration, C, in parts per million was plotted on the x-
axis is
R = 1.37 C + 0.029 What is the analyte concentration in the
unknown if the instrument readout for the unknown is
0.481?
Transcribed Image Text:9. The equation of the straight line determined from a least squares fit procedure for an experiment in which the instrument readout, R, was plotted on the y-axis and the concentration, C, in parts per million was plotted on the x- axis is R = 1.37 C + 0.029 What is the analyte concentration in the unknown if the instrument readout for the unknown is 0.481?
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