In $x=cl1$, there are $nb1$ classes in total, equally placed in each corridor. Given that there are $nb2$ corridors, how many classes are there in each corridor?

In $classe$’s class, there are $nb1$ tables, organised in rows. Considering that in each row there are $nb2$ tables, how many rows of tables are there in the class?

For next week, students have $nb1$ exercises to complete in total. Knowing that there are $nb2$ exercises $cl2$, how many exercises are there in the other subjects?

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