A:We know that old age causes high hospital bill. old age and high hospital bill causes recovery. We observed the patient is young. B:Would the patient doesn't recover if high hospital bill instead of low hospital bill? Answer: ann
A:For campers who do not light a match, the probability of the forest on fire is 89%. For campers who light a match, the probability of the forest on fire is 55%. B:Will the camper lighting a match decrease the chance of the forest on fire? Answer: ann
A:For those who are not jyka, the probability of kwox is 56%. For those who are jyka, the probability of kwox is 43%. B:Will jyka increase the chance of kwox? Answer: commonwealth
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: commonwealth
A:The overall probability of smoking is 82%. For nonsmokers, the probability of college admission is 27%. For smokers, the probability of college admission is 17%. B:Is college admission less likely than college rejection overall? Answer: ann
A:The overall probability of having a brother is 1%. For people who do not have a brother, the probability of ringing alarm is 74%. For people who have a brother, the probability of ringing alarm is 21%. B:Is ringing alarm more likely than silent alarm overall? Answer: ann
A:The overall probability of yupt is 47%. For those who are not yupt, the probability of muvq is 55%. For those who are yupt, the probability of muvq is 87%. B:Is muvq less likely than not muvq overall? Answer: commonwealth
A:For those who are not yupt, the probability of muvq is 58%. For those who are yupt, the probability of muvq is 56%. B:Will yupt increase the chance of muvq? Answer: commonwealth
A:For people who do not drink coffee and wives that don't set the alarm, the probability of ringing alarm is 11%. For people who do not drink coffee and wives that set the alarm, the probability of ringing alarm is 63%. For people who drink coffee and wives that don't set the alarm, the probability of ringing alarm is 49%. For people who drink coffee and wives that set the alarm, the probability of ringing alarm is 99%. For people who do not drink coffee, the probability of alarm set by wife is 59%. For people who drink coffee, the probability of alarm set by wife is 35%. B:Does drinking coffee positively affect alarm clock through wife? Answer:
commonwealth