A:For nonsmokers and are lazy, the probability of college admission is 53%. For nonsmokers and are hard-working, the probability of college admission is 32%. For smokers and are lazy, the probability of college admission is 58%. For smokers and are hard-working, the probability of college admission is 23%. For nonsmokers, the probability of being hard-working is 2%. For smokers, the probability of being hard-working is 56%. B:Does smoking positively affect college admission through effort? Answer: leone
A:For patients who have small kidney stones and not receiving treatment, the probability of recovery is 3%. For patients who have small kidney stones and receiving treatment, the probability of recovery is 15%. For patients who have large kidney stones and not receiving treatment, the probability of recovery is 79%. For patients who have large kidney stones and receiving treatment, the probability of recovery is 91%. The overall probability of large kidney stone is 60%. B:Will receives treatment increase the chance of recovery? Answer: class
A:For those who are not jyka, the probability of lirg is 71%. For those who are jyka, the probability of lirg is 36%. B:For those who are jyka, would it be more likely to see lirg if the individual was not jyka? Answer: class
A:We know that solar eclipse and heavy traffic causes arriving to school on time. We observed there is heavy traffic on the road. B:Would Alice arrives at school on time if solar eclipse instead of no solar eclipse? Answer: class
A:The overall probability of citrus intake is 84%. The probability of absence of citrus and curly hair is 8%. The probability of citrus intake and curly hair is 13%. B:Is the chance of curly hair larger when observing citrus intake? Answer: leone
A:We know that rixq causes not zuph. rixq or zuph causes xevu. B:Would an individual is xevu if rixq instead of not rixq? Answer: class
A:The overall probability of jyka is 43%. The probability of not jyka and kwox is 17%. The probability of jyka and kwox is 14%. B:Is the chance of kwox smaller when observing jyka? Answer: leone
A:Method 1: We look directly at how yomx correlates with xevu in general. Method 2: We look at this correlation case by case according to cwoi. B:To understand how yomx affects xevu, is it more correct to use the Method 1 than Method 2? Answer: leone
A:The overall probability of yomx is 36%. For those who are not yomx and are not gwet, the probability of xevu is 1%. For those who are not yomx and are gwet, the probability of xevu is 1%. For those who are yomx and are not gwet, the probability of xevu is 0%. For those who are yomx and are gwet, the probability of xevu is 7%. B:If we look at those who are gwet, does the chance of xevu decrease when yomx? Answer:
leone