8. (10 points) The school plans to organize a field trip for the students. Each bus has 39 seats, and each minibus has 27 seats. There are 2 fewer buses than minibuses. If all students and teachers take the buses, with 2 teachers on each bus, there will be 3 extra seats. If they all take the minibuses, with 1 teacher on each minibus, there will be 3 extra teachers. Therefore, there are $\qquad$ teachers and $\qquad$ students participating in this field trip.
【Analysis】First, analyze that there are 2 fewer buses than minibuses. If all were minibuses, there would be 2 teachers per vehicle. If all were buses, there would be 1 extra teacher per vehicle, plus 3 additional teachers. This can be converted to 1 extra teacher per vehicle, plus 5 additional teachers.

【Solution】According to the problem:
There are 2 fewer buses than minibuses. If all were minibuses, there would be 2 teachers per vehicle. If all were buses, there would be 1 extra teacher per vehicle, plus 3 additional teachers.
$$
(2 \times 1 + 3) \div (2 - 1) = 5 \text{ (buses). }
$$

Number of teachers: \(2 \times 5 = 10\).
Number of students: \(37 \times 5 - 3 = 182\) (people).
Therefore, the answers are: 10, 182.