A lab received a new instrument to measure pH. To compare the new instrument to the old lab instrument, 11 samples were measured with both pieces of equipment. Using the data (below), find the least squares equation (x = "pH old" and Y = "pH %3D %3D new") and then predict the value on the new instrument if the old instrument gave a pH of 6.30. Enter your answer using 3 significant digits.
A lab received a new instrument to measure pH. To compare the new instrument to the old lab instrument, 11 samples were measured with both pieces of equipment. Using the data (below), find the least squares equation (x = "pH old" and Y = "pH %3D %3D new") and then predict the value on the new instrument if the old instrument gave a pH of 6.30. Enter your answer using 3 significant digits.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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
Transcribed Image Text:A lab received a new instrument to
measure pH. To compare the new
instrument to the old lab instrument,
11 samples were measured with both
pieces of equipment. Using the data
(below), find the least squares
equation (x = "pH old" and Y = "pH
new") and then predict the value on
the new instrument if the old
instrument gave a pH of 6.30. Enter
your answer using 3 significant digits.
pH Old pH New
6.35
6.16
6.01
5.95
6.15
6.05
6
6.01
6.11
6.06
5.93
5.83
5.84
5.81
5.63
5.71
5.63
5.74
6.11
6.1
6.07
6.01
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