Nine children participated in an Easter Egg hunt, looking for and collecting hidden eggs. They found the following number of eggs: 7, 4, 4, 9, 14, 18, 10, 8, and 16. Calculate each of the following (2 points each; total = 6) a. Mean: b. Median: c. Mode: 2. In the Easter Egg Hunt described in the first question, the child who found and collected 16 eggs was later found out to have cheated, having brought their own eggs to the egg hunt. This child's official tally (score) was changed from 16 to 0. Which of the 3 measures of central tendency will be most affected by this change in the nine scores? (2)