The table below describes the distribution of a random sample of 180 individuals, organized by gender and whether they are right- or left-handed. Handedness by Gender Right-handed Left-handed Male 87...


The table below describes the distribution of a random sample of 180 individuals, organized by<br>gender and whether they are right- or left-handed.<br>Handedness by Gender<br>Right-handed<br>Left-handed<br>Male<br>87<br>Female<br>79<br>One subject from the sample is selected at random. Let M = the subject is male, F = the subject is<br>female, R = the subject is right-handed, and L = the subject is left-handed.<br>P(M)<br>P(F)<br>0.528<br>0.472<br>P(R)<br>P(L) = 0.078<br>0.922<br>P(M AND R)<br>0.07058824<br>P(F AND L)<br>0.033<br>P(M OR L) =<br>P(F OR R)<br>0.07058824<br>0.956<br>P(M AND F) =<br>P(M OR F) :<br>1<br>P(F | L) = | 0.07058824<br>P(L | F) = .071<br>Question Help: D Post to forum<br>

Extracted text: The table below describes the distribution of a random sample of 180 individuals, organized by gender and whether they are right- or left-handed. Handedness by Gender Right-handed Left-handed Male 87 Female 79 One subject from the sample is selected at random. Let M = the subject is male, F = the subject is female, R = the subject is right-handed, and L = the subject is left-handed. P(M) P(F) 0.528 0.472 P(R) P(L) = 0.078 0.922 P(M AND R) 0.07058824 P(F AND L) 0.033 P(M OR L) = P(F OR R) 0.07058824 0.956 P(M AND F) = P(M OR F) : 1 P(F | L) = | 0.07058824 P(L | F) = .071 Question Help: D Post to forum

Jun 06, 2022
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