a class was asked 'do you love maths'? Of the 30 students, 21 said 'yes' and 9 said 'no'. That day, every student was present. However, one morning, the following information was collected:. *atleast one of the students who said 'yes' was absent and atleast one of the students who said 'no' was absent. *more than half of the class was present. * the probability of randomly selecting a student who had answered 'yes' was 3/4. Is there enough information to determine how many students were absent that day?
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no,there is no sufficient into to determine the number of students
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