A:We know that rixq causes zuph and swoy. zuph and swoy causes xevu. B:Would an individual is not xevu if not rixq instead of rixq? Answer: altered
A:For those who are not rixq and are not zuph, the probability of xevu is 35%. For those who are not rixq and are zuph, the probability of xevu is 88%. For those who are rixq and are not zuph, the probability of xevu is 16%. For those who are rixq and are zuph, the probability of xevu is 91%. For those who are not rixq, the probability of zuph is 25%. For those who are rixq, the probability of zuph is 36%. B:Does rixq negatively affect xevu through zuph? Answer: modifications
A:For patients who are not male and not receiving treatment, the probability of being allergic to peanuts is 95%. For patients who are not male and receiving treatment, the probability of being allergic to peanuts is 65%. For patients who are male and not receiving treatment, the probability of being allergic to peanuts is 40%. For patients who are male and receiving treatment, the probability of being allergic to peanuts is 7%. The overall probability of male gender is 43%. B:Will receives treatment decrease the chance of being allergic to peanuts? Answer: altered
A:Method 1: We look directly at how rixq correlates with xevu in general. Method 2: We look at this correlation case by case according to zuph. B:To understand how rixq affects xevu, is it more correct to use the Method 1 than Method 2? Answer: altered
A:The overall probability of yupt is 52%. The probability of not yupt and muvq is 25%. The probability of yupt and muvq is 13%. B:Is the chance of muvq larger when observing yupt? Answer: modifications
A:The overall probability of rixq is 74%. For those who are not rixq, the probability of xevu is 33%. For those who are rixq, the probability of xevu is 55%. B:Is xevu more likely than not xevu overall? Answer: modifications
A:We know that kwox or muvy causes swoq. kwox and muvy and swoq causes kwoz. We observed an individual is not muvy. B:Would an individual is not kwoz if kwox instead of not kwox? Answer: altered
A:The overall probability of smoking mother is 15%. For infants with nonsmoking mothers, the probability of brown eyes is 62%. For infants with smoking mothers, the probability of brown eyes is 32%. B:Is brown eyes less likely than blue eyes overall? Answer: modifications
A:For situations where there is no full moon, the probability of wet ground is 33%. For situations where there is a full moon, the probability of wet ground is 48%. B:For situations where there is a full moon, would it be less likely to see wet ground if there were a full moon? Answer:
altered