A:The overall probability of xevo is 19%. For those who are not xevo, the probability of gyzp is 35%. For those who are xevo, the probability of gyzp is 31%. B:Is gyzp more likely than not gyzp overall? Answer: sudan
A:The overall probability of jyka is 71%. For those who are not jyka, the probability of lirg is 20%. For those who are jyka, the probability of lirg is 40%. B:Is lirg less likely than not lirg overall? Answer: estimate
A:The overall probability of smoking is 14%. The probability of nonsmoking and being allergic to peanuts is 47%. The probability of smoking and being allergic to peanuts is 8%. B:Is the chance of being allergic to peanuts smaller when observing smoking? Answer: sudan
A:The overall probability of rixq is 94%. For those who are not rixq, the probability of xevu is 48%. For those who are rixq, the probability of xevu is 36%. B:Is xevu less likely than not xevu overall? Answer: estimate
A:For those who are not xevo, the probability of gyzp is 69%. For those who are xevo, the probability of gyzp is 74%. B:Will xevo increase the chance of gyzp? Answer: estimate
A:For those who are not yomx, the probability of xevu is 46%. For those who are yomx, the probability of xevu is 27%. B:For those who are yomx, would it be less likely to see xevu if the individual was not yomx? Answer: sudan
A:We know that rixq causes zuph, and we know that zuph causes not xevu. B:Would an individual is xevu if not rixq instead of rixq? Answer: estimate
A:Method 1: We look at how zuph correlates with uvzi case by case according to wibl. Method 2: We look directly at how zuph correlates with uvzi in general. B:To understand how zuph affects uvzi, is it more correct to use the Method 1 than Method 2? Answer: sudan
A:For individuals who are not male and applicants to a non-competitive department, the probability of admission acceptance is 44%. For individuals who are not male and applicants to a competitive department, the probability of admission acceptance is 75%. For individuals who are male and applicants to a non-competitive department, the probability of admission acceptance is 67%. For individuals who are male and applicants to a competitive department, the probability of admission acceptance is 97%. For individuals who are not male and out-of-state residents, the probability of competitive department is 37%. For individuals who are not male and in-state residents, the probability of competitive department is 72%. For individuals who are male and out-of-state residents, the probability of competitive department is 67%. For individuals who are male and in-state residents, the probability of competitive department is 92%. The overall probability of in-state residency is 3%. B:If we disregard the mediation effect through department competitiveness, would gender positively affect admission status? Answer:
estimate