The 93 nature camp students ate lunch at the lodge they sat at an even number of tables. There were five students sitting at one table, and an equal number of students sitting at each of the other tables how many students were sitting at each of the other tables.
If there were 93 students in total and 5 students were sitting at one table, then there are 93 - 5 = 88 students left to be seated at the other tables.
Since there is an equal number of students sitting at each of the other tables, we can divide the remaining students evenly among the tables.
So, 88 students divided by the number of tables (excluding the one with 5 students) gives us:
88 / (number of tables - 1) = number of students at each of the other tables
Since the number of tables is even and there was only one table with 5 students, we can assume that there are 2 tables, excluding the one with 5 students.
Therefore, 88 / 2 = 44 students were sitting at each of the other tables.