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An apple cooperative in Elgin, Western Cape receives and groups apples into A, B, C and D grades for packaging and export. In a batch of 1 500 apples, 795 were found to be grade A, 410 were grade B, 106 were grade C and the rest grade D.
(a) Construct a percentage frequency distribution of apple grades.
(b) What is the probability that a randomly selected apple from the batch will belong to grade A?
(c) If an apple is selected at random from the batch, what is the likelihood that it is either of grade B or D?
(d) Grade C and D apples are not exported. What is the probability that a randomly selected apple is export quality?
(e) Name the probability types or rules used in questions (b), (c) and (d).
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