A procurement specialist has purchased 27 resistors from vendor 1 and 29 resistors from vendor 2. Let XL1, X12,...X27 represent the vendor 1 observed resistances, which are assumed to be normally and independently distributed with mean 90 ohms and standard deviation 1.3 ohms. Similarly, let X21, X22,...,X29 represent the vendor 2 observed resistances, which are assumed to be normally and independently distributed with mean 97 ohms and standard deviation of 1.9 ohms. What is the sampling distribution of X- X2? What is the standard error of X- X2? The sampling distribution of X 1 - X2 is N(ux,-X, = i (Round the second answer to four decimal places.) The standard error of X1- X 2 is i (Round your answer to three decimal places.) Statistical Tables and Char

Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter1: Functions
Section1.2: The Least Square Line
Problem 1E
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A procurement specialist has purchased 27 resistors from vendor 1 and 29 resistors from vendor 2. Let X1,1, X1,2,..,X27 represent the
vendor 1 observed resistances, which are assumed to be normally and independently distributed with mean 90 ohms and standard
deviation 1.3 ohms. Similarly, let X21, X22,...,X29 represent the vendor 2 observed resistances, which are assumed to be normally and
independently distributed with mean 97 ohms and standard deviation of 1.9 ohms. What is the sampling distribution of X - X2?
What is the standard error of X - X 2?
The sampling distribution of X1 – X2 is N(ux-x,
i
(Round the second answer to four decimal places.)
The standard error of X1- X2 is i
(Round your answer to three decimal places.)
Statistical Tables and Charts
Transcribed Image Text:A procurement specialist has purchased 27 resistors from vendor 1 and 29 resistors from vendor 2. Let X1,1, X1,2,..,X27 represent the vendor 1 observed resistances, which are assumed to be normally and independently distributed with mean 90 ohms and standard deviation 1.3 ohms. Similarly, let X21, X22,...,X29 represent the vendor 2 observed resistances, which are assumed to be normally and independently distributed with mean 97 ohms and standard deviation of 1.9 ohms. What is the sampling distribution of X - X2? What is the standard error of X - X 2? The sampling distribution of X1 – X2 is N(ux-x, i (Round the second answer to four decimal places.) The standard error of X1- X2 is i (Round your answer to three decimal places.) Statistical Tables and Charts
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