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Data and summary statistics about college professor's salaries teaching at the Master's level was gathered from nine institutions. To better analyze the data was separated by gender to create two mound shaped distributions. Men had a mean of $67,691 and standard deviation of $14,506, while women had a mean of $65,323 and a standard deviation of $13,274. A woman has a salary of $107,000. What is the z-score for this woman's salary? For this z-score,

Data and summary statistics about college professor's salaries teaching at the Master's level was gathered from nine institutions. To better analyze the data was separated by gender to create two mound shaped distributions. Men had a mean of $67,691 and standard deviation of $14,506, while women had a mean of $65,323 and a standard deviation of $13,274. A woman has a salary of $107,000. What is the z-score for this woman's salary? For this z-score,

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Data and summary statistics about college professor's salaries teaching at the Master's level was gathered from nine institutions. To better analyze the data was separated by gender to create two mound shaped distributions. Men had a mean of $67,691 and standard deviation of $14,506, while women had a mean of $65,323 and a standard deviation of $13,274. A woman has a salary of $107,000. What is the z-score for this woman's salary? For this z-score,
Transcribed Image Text:Data and summary statistics about college professor's salaries teaching at the Master's level was gathered from nine institutions. To better analyze the data was separated by gender to create two mound shaped distributions. Men had a mean of $67,691 and standard deviation of $14,506, while women had a mean of $65,323 and a standard deviation of $13,274. A woman has a salary of $107,000. What is the z-score for this woman's salary? For this z-score,
Expert Solution
Step 1

given data

mound shaped distribution for salaries,

∴ X~N(μ,σ)μ1 = 67691μ2 = 65323σ1 = 14506σ2 = 13274x2 = 107000

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