Answer
A. about 93%
Step-by-step explanation
Events
• A: a student takes Japanese
,
• B: a student is in the anime club
We need to find the probability that a student takes Japanese given that he or she is in the anime club, that is, P(A|B). This probability is calculated as follows:

From the table, the probability that a student takes Japanese and is in the anime club is P(A and B) = 0.13. And the probability that a student is in the anime club is P(B) = 0.14. Therefore,
