In developing a generic drug, it is necessary for a manufacturer of biopharmaceutical products to show equivalence to the current product. The variable of interest is the absorption rate of the product. The current product has an absorption rate of 18 mg/hr. If the new generic product has an absorption rate that is within o.50 mg/hr of this value, it will be considered equivalent. A random sample of 20 units of product is available, and the sample mean and standard deviation of absorption rate are 18.22 mg/hr and o.92 mg/hr, respectively. a. State the appropriate hypotheses that must be tested to demonstrate equivalence. b. What are your conclusions using a = 0.05?
In developing a generic drug, it is necessary for a manufacturer of biopharmaceutical products to show equivalence to the current product. The variable of interest is the absorption rate of the product. The current product has an absorption rate of 18 mg/hr. If the new generic product has an absorption rate that is within o.50 mg/hr of this value, it will be considered equivalent. A random sample of 20 units of product is available, and the sample mean and standard deviation of absorption rate are 18.22 mg/hr and o.92 mg/hr, respectively. a. State the appropriate hypotheses that must be tested to demonstrate equivalence. b. What are your conclusions using a = 0.05?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Transcribed Image Text:In developing a generic drug, it is necessary for a manufacturer of biopharmaceutical products to show
equivalence to the current product. The variable of interest is the absorption rate of the product. The current
product has an absorption rate of 18 mg/hr. If the new generic product has an absorption rate that is within o.50
mg/hr of this value, it will be considered equivalent. A random sample of 20 units of product is available, and the
sample mean and standard deviation of absorption rate are 18.22 mg/hr and o.92 mg/hr, respectively.
a. State the appropriate hypotheses that must be tested to demonstrate equivalence.
b. What are your conclusions using a = 0.05?
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