Styles A biotechnology company produces a therapeutic drug whose concentration has a standard deviation of 4 grams per liter. A new method of producing this drug has been proposed, although some additional cost is involved. Management will authorize a change in production technique only if the standard deviation of the concentration in the new process is less than 4 grams per liter. The researchers chose n = 10 and obtained the following data in grams per liter. Perform the necessary analysis to determine whether a change in production technique should be implemented. Assume the data follow a normal distribution. 16.628 16.622 16.630 16.631 16.627 16.624 16.623 16.622 16.618 16.626 1) The parameter of interest is the standard deviation of the concentration, o. 2) H₁:0²=42 3) H: 0²-42 -Ds² 4) The test statistic is: est statis 5) Because no value of alpha is specified we calculate the P-value DE=0.004 and n=10 80004)² 0000009

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Styles
A biotechnology company produces a therapeutic drug whose concentration has a standard
deviation of 4 grams per liter. A new method of producing this drug has been proposed, although
some additional cost is involved. Management will authorize a change in production technique
only if the standard deviation of the concentration in the new process is less than 4 grams per
liter. The researchers chose n = 10 and obtained the following data in grams per liter. Perform
the necessary analysis to determine whether a change in production technique should be
implemented. Assume the data follow a normal distribution.
16.628
16.622
16.630
16.631
16.627
16.624
16.623
16.622
16.618
16.626
1) The parameter of interest is the standard deviation of the concentration o.
2) H₂:0²=42
3) H: 0²-42
76-(a-Ds²
test statisti
4) The test statistic is:
5) Because no value of alpha is specified we calculate the P-value
6) ş=0.004 and n=10
29(0.004)2
=0.000009
Transcribed Image Text:Styles A biotechnology company produces a therapeutic drug whose concentration has a standard deviation of 4 grams per liter. A new method of producing this drug has been proposed, although some additional cost is involved. Management will authorize a change in production technique only if the standard deviation of the concentration in the new process is less than 4 grams per liter. The researchers chose n = 10 and obtained the following data in grams per liter. Perform the necessary analysis to determine whether a change in production technique should be implemented. Assume the data follow a normal distribution. 16.628 16.622 16.630 16.631 16.627 16.624 16.623 16.622 16.618 16.626 1) The parameter of interest is the standard deviation of the concentration o. 2) H₂:0²=42 3) H: 0²-42 76-(a-Ds² test statisti 4) The test statistic is: 5) Because no value of alpha is specified we calculate the P-value 6) ş=0.004 and n=10 29(0.004)2 =0.000009
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