emwaller96
New member
- Joined
- Nov 3, 2015
- Messages
- 1
There's a problem I can't solve:
At a university, 60% of the students who apply for admission are in-state residents. 30% are from another state, and the remaining applicants are international students. 35% of in-state applicants are admitted, 25% of out of state applicants are admitted, and 20% of international applicants are admitted.
Find the probability that an applicant was an in-state resident, given that they were admitted.
I already made the tree for this problem, it looks like this:
At a university, 60% of the students who apply for admission are in-state residents. 30% are from another state, and the remaining applicants are international students. 35% of in-state applicants are admitted, 25% of out of state applicants are admitted, and 20% of international applicants are admitted.
Find the probability that an applicant was an in-state resident, given that they were admitted.
I already made the tree for this problem, it looks like this: