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In a school of 500 students, each were given one of three revision books
250 were given book A
150 were given book B
100 were given book C
A survey said that:
100 were satisfied with book A
75 were satisfied with book B
80 were satisfied with book C
if a student is selected at random and is satisfied with her book, which book A B or C are they most likely to have used?
which book is the student least likely to have used???
does anyone know how i would go about answering a question like this any help will be very much appreciated!!!:D
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I may be wrong, but I think the first set of data isn't actually relevant to this question - you can just read the numbers off the second set.
Therefore, a randomly selected satisfied student was most likely to have been given book A (because 100 is the highest in that table). Similarly, the least likely book is B.
Why did the vector cross the road?
It wanted to be normal.
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yes but im not sure it can be done as easily as there is a greater percentage as 80 out of 100 students were more satisfied with book C, do you see where im coming from??
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It doesn't matter how big the original groups were, anyone who wasn't satisfied by their textbook is ignored.
Why did the vector cross the road?
It wanted to be normal.
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