Bunches of bananas arriving from their supplier reach a grocer with probability 0.12 of being too ripe to sell. To simulate the event that a single bunch of bananas arriving at the grocery is too ripe to sell, the produce manager could use two digits from a random generator with the convention (choose the best answer): A) 01, 02, 03, … , 10, 11, 12 → too ripe 13, 14, 15, … , 98, 99, 00 → acceptable B) 00, 01, 02, … , 85, 86, 87 → too ripe 88, 89, 90, … , 97, 98, 99 → defective C) 00, 01, 02, … , 09, 10, 11 → too ripe 12, 13, 14, … , 97, 98, 99 → acceptable D) Any answer choice is correct. E) None of the answer choices is correct.