Given a distribution of raw scores in which x̅ = 7.5 and s = 1.3, express each of the following raw scores as a Z score. 8.06.05.310.211.5 The administration of SUNYA has found that the grade point average of all students is normally distributed with x̅ = 2.5 and s = .6.Find the probability that one student selected at random will have a grade point average which is: lower than 2.0 or higher than 3.2higher than 3.0between 2.0 and 3.2What is the value of x at the 45th percentile? For a normal distribution of daily incomes in which x̅ = $10.50 and s = $2.80, find the percent of respondents who earn a daily income of $15 or morethe percent of respondents who earn between $10 and $10.50the probability of locating a respondent whose income is $10 or lessthe probability of locating a respondent whose income does not fall between $10 and $11

In the first part of the calculations, we determined the Z-scores for various raw scores based on a…

Answered: Given a distribution of raw scores in…

10th Edition

ISBN:9780134641287

Author:Elliot Aronson, Timothy D. Wilson, Robin M. Akert, Samuel R. Sommers

Publisher:Elliot Aronson, Timothy D. Wilson, Robin M. Akert, Samuel R. Sommers

Chapter1: Introducing Social Psychology

Section: Chapter Questions

Problem 1RQ1

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Given a distribution of raw scores in which x̅ = 7.5 and s = 1.3, express each of the following raw scores as a Z score.

The administration of SUNYA has found that the grade point average of all students is normally distributed with x̅ = 2.5 and s = .6.Find the probability that one student selected at random will have a grade point average which is:

For a normal distribution of daily incomes in which x̅ = $10.50 and s = $2.80, find

the percent of respondents who earn a daily income of $15 or more
the percent of respondents who earn between $10 and $10.50
the probability of locating a respondent whose income is $10 or less
the probability of locating a respondent whose income does not fall between $10 and $11

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