\( 4,5,5,5,6,9,9,18,20 \) The range is bigger than the mode.

In this set of numbers, the mode is the number that appears most frequently, which is 5 (since it appears three times). The range, calculated as the difference between the maximum value (20) and the minimum value (4), is 16. So here, the range (16) is indeed much larger than the mode (5), which shows how datasets can exhibit interesting relationships between their various measures of central tendency and spread! This example illustrates a key concept in statistics: the disparity between different measures can help identify the distribution of data. When the range is significantly larger than the mode, it often indicates a wider spread of values, suggesting potential outliers or a skew in the dataset. Understanding these differences can assist in better interpreting data in fields like economics or social science!