Use the data below to calculate the mean, median, and mode of daily screen time. Then, determine whether each measure appropriately represents the central tendency of the data. If any measure is not applicable or does not accurately reflect the data's center, explain why.
Daily screen time (in hours) recorded for a sample of $14$ high school students:
$4.5$, $5$, $6$, $5.5$, $6$, $5$, $7$, $6.5$, $4$, $5.5$, $6$, $5$, $7.5$, $6$

• A. Mean $=5.75$ hoursMedian $=5.75$ hoursMode $=5$ hoursAll measures are valid and represent central tendency
• B. Mean $=6.5$ hoursMedian $=6$ hoursMode $=5.5$ hoursMode does not represent the center because it occurs rarely
• C. Mean $=5.68$ hoursMedian $=5.83$ hoursMode $=7.5$ hoursMode may not represent the center because it is far from the mean and median
• D. Mean $=5.68$ hoursMedian $=5.75$ hoursMode $=6$ hoursAll measures are valid and represent central tendency