Starting salaries for MBA grads at two universities are normally distributed with the following means and standard deviations. Samples from each school are taken… University 1 University 2 Mean (μ) 62,000 $/yr 64,000 $/yr Std. Dev. (σ) 14,500 $/yr 18,300 $/yr sample size (n) 50 60 What is the probability that the sample mean starting salary of University #1 graduates will exceed that of the #2 grads? roughly 6% roughly 94% roughly 74% roughly 6%
Starting salaries for MBA grads at two universities are normally distributed with the following means and standard deviations. Samples from each school are taken… University 1 University 2 Mean (μ) 62,000 $/yr 64,000 $/yr Std. Dev. (σ) 14,500 $/yr 18,300 $/yr sample size (n) 50 60 What is the probability that the sample mean starting salary of University #1 graduates will exceed that of the #2 grads? roughly 6% roughly 94% roughly 74% roughly 6%
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Starting salaries for MBA grads at two universities are
normally distributed with the following means and standard deviations. Samples from each school are taken…University 1
University 2
Mean (μ)62,000 $/yr
64,000 $/yr
Std. Dev. (σ)
14,500 $/yr
18,300 $/yr
sample size (n)50
60
What is the probability that the sample mean starting salary of
University #1 graduates will exceed that of the #2 grads?
roughly 6%
roughly 94%
roughly 74%
roughly 6%
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