Gaydar Exercise 10 in Chapter 1 describes a study thatshowed that heterosexual women, during ovulation, weresignificantly better at correctly identifying the sexualorientation of a man from a photograph of his face than women who were not ovulating. In other words, ovula-tion improves a woman’s “gaydar.” Near ovulation, on average women correctly identified the orientation ofabout 65% of the 100 men shown to them. If this is theprobability of correctly identifying the orientation of aman in any given photograph, what is the probability awoman would correctly classify 80 or more of the men(as two women in the study did)?
Gaydar Exercise 10 in Chapter 1 describes a study thatshowed that heterosexual women, during ovulation, weresignificantly better at correctly identifying the sexualorientation of a man from a photograph of his face than women who were not ovulating. In other words, ovula-tion improves a woman’s “gaydar.” Near ovulation, on average women correctly identified the orientation ofabout 65% of the 100 men shown to them. If this is theprobability of correctly identifying the orientation of aman in any given photograph, what is the probability awoman would correctly classify 80 or more of the men(as two women in the study did)?
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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Question
Gaydar Exercise 10 in Chapter 1 describes a study that
showed that heterosexual women, during ovulation, were
significantly better at correctly identifying the sexual
orientation of a man from a photograph of his face than
showed that heterosexual women, during ovulation, were
significantly better at correctly identifying the sexual
orientation of a man from a photograph of his face than
women who were not ovulating. In other words, ovula-
tion improves a woman’s “gaydar.” Near ovulation, on
tion improves a woman’s “gaydar.” Near ovulation, on
average women correctly identified the orientation of
about 65% of the 100 men shown to them. If this is the
probability of correctly identifying the orientation of a
man in any given photograph, what is the probability a
woman would correctly classify 80 or more of the men
(as two women in the study did)?
about 65% of the 100 men shown to them. If this is the
man in any given photograph, what is the probability a
woman would correctly classify 80 or more of the men
(as two women in the study did)?
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