1. An analyst is validating a method for the determination of cholesterol in milk fat. As part of the validation study, 10 portions of a certified reference material (CRM) are analysed. The mean concentration of cholesterol in the CRM is certified as 274.7 mg per 100 g, but was found to be 269.42 mg per 100 g of CRM with standard deviation of 1.75 using the proposed method. (a) Test whether there the measurement results are biased at significance level of 0.05. Given that t. = 2.262. (t = 9.54) (b) Do the results indicate that the method is providing precision significantly better than 1% RSD? Given that F. = 2.707. %3D (F = 2.36)

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1. An analyst is validating a method for the determination of cholesterol in milk
fat. As part of the validation study, 10 portions of a certified reference
material (CRM) are analysed. The mean concentration of cholesterol in the
CRM is certified as 274.7 mg per 100 g, but was found to be 269.42 mg per
100 g of CRM with standard deviation of 1.75 using the proposed method.
(a) Test whether there the measurement results are biased at
significance level of 0.05. Given that t. = 2.262.
(t = 9.54)
(b) Do the results indicate that the method is providing precision
significantly better than 1% RSD? Given that F.
= 2.707.
(F = 2.36)
Transcribed Image Text:1. An analyst is validating a method for the determination of cholesterol in milk fat. As part of the validation study, 10 portions of a certified reference material (CRM) are analysed. The mean concentration of cholesterol in the CRM is certified as 274.7 mg per 100 g, but was found to be 269.42 mg per 100 g of CRM with standard deviation of 1.75 using the proposed method. (a) Test whether there the measurement results are biased at significance level of 0.05. Given that t. = 2.262. (t = 9.54) (b) Do the results indicate that the method is providing precision significantly better than 1% RSD? Given that F. = 2.707. (F = 2.36)
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