Since Ranuf is already in the coach, we need to choose 34 more members from the remaining 38 members (excluding Saed who is in the car).

The number of ways to choose 34 members from 38 is given by the combination formula:

\(^{38}C_{34} = \frac{38!}{34! \times (38-34)!} = \frac{38!}{34! \times 4!}\)

Calculating this gives:

\(^{38}C_{34} = \frac{38 \times 37 \times 36 \times 35}{4 \times 3 \times 2 \times 1} = 73815\)

Therefore, there are 73815 ways to choose the members who will travel in the coach.