Krissy wanted to understand whether grade level had any relationship to students' opinion on extending the school day. She surveyed some students and displayed the results in the table below: Compare P(Grade 11 | opposed) with P(opposed | Grade 11). (1 point) A. P(Grade 11 | opposed) > P(opposed | Grade 11) B. P(Grade 11 | opposed) < P(opposed | Grade 11) C. P(Grade 11 | opposed) = P(opposed | Grade 11) D. There is not enough information. I Think it may be D but I'm not sure
@Luigi0210
@amistre64
P(Grade 11 | opposed) with P(opposed | Grade 11) that pipe is a given notation: what is the number of grade 11 that are in opposed what is the number of opposed that are in grade 11
I got A. I don't understand this one In a hospital ward, there are ten nurses and six doctors. Four of the nurses and three of the doctors are male. If a person is randomly selected from this group, what is the probability that the person is female or a doctor? @amistre64 @
what is the number of grade 11 that are in opposed # in grade 11 that are opposed is: 15 #opposed is: 2+11+15+5 = 33 P(11|opposed) = 15/33 what is the number of opposed that are in grade 11 # opposed that are in grade 11 is: 15 # in grade 11 is: 12+15+11 = 38 P(opposed|11) = 15/38 1/33 > 1/38, so I would go with A as well
consider the group of all females and all doctors, how many are in that group? 6 doctors to start with, 10-4 female nurses, and we already have the female doctors in the doctor group so no need to add them again. 12 people in the female or a doctor group ... how many people altogether? 10+6 = 16 P(f or d, given the whole group) = 12/16
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