A:We know that xevo causes tijv. xevo or tijv causes gyzp. B:Would an individual is gyzp if not xevo instead of xevo? Answer: na
A:The overall probability of playing card games is 84%. For people who do not play card games, the probability of long lifespan is 47%. For people who play card games, the probability of long lifespan is 63%. B:Is long lifespan less likely than short lifespan overall? Answer: na
A:The overall probability of zuph is 45%. For those who are not zuph, the probability of uvzi is 7%. For those who are zuph, the probability of uvzi is 63%. B:Is uvzi more likely than not uvzi overall? Answer: na
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: failures
A:The overall probability of zuph is 31%. The probability of not zuph and uvzi is 63%. The probability of zuph and uvzi is 9%. B:Is the chance of uvzi smaller when observing zuph? Answer: failures
A:For those who are not rixq, the probability of xevu is 22%. For those who are rixq, the probability of xevu is 16%. B:Does rixq negatively affect xevu through zuph? Answer: failures
A:The overall probability of increased supply is 50%. The probability of reduced supply and high rainfall is 39%. The probability of increased supply and high rainfall is 18%. B:Is the chance of high rainfall smaller when observing increased supply? Answer: failures
A:For areas with low cigarette tax, the probability of normal infant birth weight is 12%. For areas with high cigarette tax, the probability of normal infant birth weight is 26%. For areas with low cigarette tax, the probability of smoking mother is 23%. For areas with high cigarette tax, the probability of smoking mother is 63%. B:Will smoking mother decrease the chance of normal infant birth weight? Answer: na
A:Method 1: We look at how treatment correlates with recovery case by case according to kidney stone size. Method 2: We look directly at how treatment correlates with recovery in general. B:To understand how treatment affects recovery, is it more correct to use the Method 1 than Method 2? Answer:
failures