Suppose that the distribution of scores on the Graduate Record Exam (GRE) is approximately normal, with a mean of µ = 150 and a standard deviation of o = 5. For the population of students who have taken the GRE: a. What proportion have GRE scores less than 145? b. What proportion have GRE scores greater than 157? c. What is the minimum GRE score needed to be in the highest 20% of the population? d. If a graduate school accepts only students from the top 10% of the GRE distribution, what is the minimum GRE score needed to be accepted?
Suppose that the distribution of scores on the Graduate Record Exam (GRE) is approximately normal, with a mean of µ = 150 and a standard deviation of o = 5. For the population of students who have taken the GRE: a. What proportion have GRE scores less than 145? b. What proportion have GRE scores greater than 157? c. What is the minimum GRE score needed to be in the highest 20% of the population? d. If a graduate school accepts only students from the top 10% of the GRE distribution, what is the minimum GRE score needed to be accepted?
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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Transcribed Image Text:18. Suppose that the distribution of scores on the Graduate Record Exam (GRE) is approximately normal,
with a mean of u = 150 and a standard deviation of o
5. For the population of students who have taken
%3|
the GRE:
a. What proportion have GRE scores less than 145?
b. What proportion have GRE scores greater than 157?
c. What is the minimum GRE score needed to be in the highest 20% of the population?
d. If a graduate school accepts only students from the top 10% of the GRE distribution, what is the
minimum GRE score needed to be accepted?
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