Question
At recess, students lined up in a circle to play a game. The students stood evenly spaced in the circle. The 5th person was directly across from the 14th person. How many students were in the circle?
Answers
GPT 3.5
If we imagine the students standing in a circle, the distance between the 5th person and the 14th person is 9 places. Since the students are evenly spaced, we can divide the circle into 9 segments. Each segment represents the space in between two students. Since there are 9 segments, there are also 9 pairs of students.
Therefore, there are $9+1=10$ students in the circle. Answer: $\boxed{10}$.
Therefore, there are $9+1=10$ students in the circle. Answer: $\boxed{10}$.