If students are to take a free choice elective without timetable clashes then there would need to be enough capacity to accomodate them all.
Is my back of the envelope maths reasonable or am I missing something?
The number of electives * average no of students in each = total number with an elective.
30ish x 30ish = 900ish
Isn't that roughly an order of magnitude out? Or am I missing something major?
Is my back of the envelope maths reasonable or am I missing something?
The number of electives * average no of students in each = total number with an elective.
30ish x 30ish = 900ish
Isn't that roughly an order of magnitude out? Or am I missing something major?
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