1. The problem is to find the number that has the highest chance of appearing from the given list: (75, 89, 89, 62, 62, 40, 40, 67, 67, 43, 43, 80, 80). 2. To solve this, we need to find the mode of the data set, which is the number that appears most frequently. 3. Count the frequency of each number: - 75 appears 1 time - 89 appears 2 times - 62 appears 2 times - 40 appears 2 times - 67 appears 2 times - 43 appears 2 times - 80 appears 2 times 4. Since multiple numbers appear twice, they all have the highest frequency. 5. Therefore, the numbers with the highest chance to come are 89, 62, 40, 67, 43, and 80. Final answer: The numbers 89, 62, 40, 67, 43, and 80 all have the highest chance to appear because they each appear twice in the list.