A:Method 1: We look directly at how zuph correlates with glimx in general. Method 2: We look at this correlation case by case according to jyka. B:To understand how zuph affects glimx, is it more correct to use the Method 1 than Method 2? Answer: minimal
A:We know that rixq or swoy causes zuph. rixq or swoy or zuph causes xevu. We observed an individual is not swoy. B:Would an individual is not xevu if rixq instead of not rixq? Answer: diverse
A:For those who are not yomx, the probability of xevu is 55%. For those who are yomx, the probability of xevu is 48%. B:Will yomx decrease the chance of xevu? Answer: minimal
A:Method 1: We look at how encouragement level correlates with brown eyes case by case according to studying habit. Method 2: We look directly at how encouragement level correlates with brown eyes in general. B:To understand how encouragement level affects brown eyes, is it more correct to use the Method 1 than Method 2? Answer: diverse
A:Method 1: We look at how jyka correlates with kwox case by case according to qwiu. Method 2: We look directly at how jyka correlates with kwox in general. B:To understand how jyka affects kwox, is it more correct to use the Method 1 than Method 2? Answer: minimal
A:The overall probability of zuph is 43%. The probability of not zuph and uvzi is 36%. The probability of zuph and uvzi is 20%. B:Is the chance of uvzi smaller when observing zuph? Answer: minimal
A:For those who are not wibl and are not zuph, the probability of uvzi is 66%. For those who are not wibl and are zuph, the probability of uvzi is 81%. For those who are wibl and are not zuph, the probability of uvzi is 71%. For those who are wibl and are zuph, the probability of uvzi is 49%. The overall probability of wibl is 81%. B:Will zuph increase the chance of uvzi? Answer: diverse
A:For husbands that don't set the alarm and wives that don't set the alarm, the probability of ringing alarm is 11%. For husbands that don't set the alarm and wives that set the alarm, the probability of ringing alarm is 60%. For husbands that set the alarm and wives that don't set the alarm, the probability of ringing alarm is 46%. For husbands that set the alarm and wives that set the alarm, the probability of ringing alarm is 92%. For husbands that don't set the alarm, the probability of alarm set by wife is 61%. For husbands that set the alarm, the probability of alarm set by wife is 1%. B:If we disregard the mediation effect through wife, would husband negatively affect alarm clock? Answer: diverse
A:The overall probability of male gender is 44%. The probability of non-male gender and brown eyes is 38%. The probability of male gender and brown eyes is 27%. B:Is the chance of brown eyes smaller when observing male gender? Answer:
minimal