A:The overall probability of zuph is 34%. The probability of not zuph and uvzi is 49%. The probability of zuph and uvzi is 26%. B:Is the chance of uvzi smaller when observing zuph? Answer: circuit
A:For patients who are not male and not receiving treatment, the probability of recovery is 94%. For patients who are not male and receiving treatment, the probability of recovery is 61%. For patients who are male and not receiving treatment, the probability of recovery is 35%. For patients who are male and receiving treatment, the probability of recovery is 5%. The overall probability of male gender is 40%. B:Will receives treatment increase the chance of recovery? Answer: circuit
A:For those who are not pexu, the probability of rukz is 57%. For those who are pexu, the probability of rukz is 50%. B:Will pexu increase the chance of rukz? Answer: circuit
A:We know that tijv causes xevo and tijw. xevo and tijw causes gyzp. We observed an individual is not tijv. B:Would an individual is not gyzp if xevo instead of not xevo? Answer: bristol
A:The overall probability of having visited England is 31%. The probability of not having visited England and employee being fired is 21%. The probability of having visited England and employee being fired is 24%. B:Is the chance of employee being fired larger when observing having visited England? Answer: bristol
A:The overall probability of yomx is 74%. The probability of not yomx and xevu is 9%. The probability of yomx and xevu is 24%. B:Is the chance of xevu smaller when observing yomx? Answer: bristol
A:For campers who do not light a match, the probability of the forest on fire is 82%. For campers who light a match, the probability of the forest on fire is 63%. B:For campers who light a match, would it be less likely to see the forest on fire if the camper had not lit a match? Answer: circuit
A:Method 1: We look at how xevo correlates with gyzp case by case according to tijw. Method 2: We look directly at how xevo correlates with gyzp in general. B:To understand how xevo affects gyzp, is it more correct to use the Method 1 than Method 2? Answer: bristol
A:For people not taking any medication, the probability of healthy heart is 59%. For people taking medication, the probability of healthy heart is 36%. B:For people taking medication, would it be less likely to see healthy heart if the person had taken no medication? Answer:
circuit