Tutorial Questions 2, significance tests

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1.     The concentration of glucose in a series of samples was determined and the following results obtained:

Glucose concentration, mM: 4.05, 4.08, 3.95, 4.10, 4.06

Is the sample which recorded a value of 3.95 mM an outlier according to (a) Q test (b) Grubbs’ test?

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Q test (b) Grubbs’ test?

no outlier, however if it was carried out at 10% there would be.

<p>no outlier, however if it was carried out at 10% there would be.</p>
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<p>1.&nbsp;&nbsp;&nbsp;&nbsp; An analytical lab requires all new analysts to carry out a trial using a standard operating procedure to analyse a quality control solution of known concentration. Two recruits Anna and David were asked to analyse batches of test samples that also contained a quality control solution with a known concentration. The results recorded were:</p><p style="text-align: start">a)&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;the mean, standard deviation of the population and standard uncertainty of each set of results.</p>

1.     An analytical lab requires all new analysts to carry out a trial using a standard operating procedure to analyse a quality control solution of known concentration. Two recruits Anna and David were asked to analyse batches of test samples that also contained a quality control solution with a known concentration. The results recorded were:

a)      the mean, standard deviation of the population and standard uncertainty of each set of results.

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b)     Plot the results produced by each analyst. Are there any suspect points?

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c)     Carry out a Grubbs test on each set of results and determine if there are any outliers.

In all cases, no outlier was identified (P > 0.05) for Anna or David’s data. Outlier tests assessed the following:

·      Smallest or largest data value is an outlier (Anna and David)

·      Smallest data value is an outlier (David)

·      Largest data value is an outlier (Anna)

<p><span>In all cases, no outlier was identified (P &gt; 0.05) for Anna or David’s data. Outlier tests assessed the following:</span></p><p><span>·&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Smallest or largest data value is an outlier (Anna and David)</span></p><p><span>·&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Smallest data value is an outlier (David)</span></p><p><span>·&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Largest data value is an outlier (Anna)</span></p>
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3.     For Data Sets A – D in the Minitab Worksheet for Task 1 determine if there are any outliers in these data sets at the p = 0.05 level.

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