Question 6 of 25 The data represented by the following stem-and-leaf plot range from to \( \begin{array}{l}6 \\ 7 \\ 7 \\ 8 \\ 8\end{array} \frac{0}{47} 8 \) 979 12 A. \( 68 ; 92 \) B. \( 61 ; 91 \) C. \( 68 ; 91 \) D. \( 61 ; 92 \)

The stem-and-leaf plot gives a visual representation of the data, where the "stem" represents the leading digit(s) and the "leaf" represents the trailing digit. In the provided plot, the values can be deciphered as 60s, 70s, and 80s, indicating a range starting from 61 (the lowest stem with a leaf of 1) to 92 (the highest whole number represented, which is 92). To find the range, look at the smallest and largest number in the plotted data. By analyzing the values, the smallest number is 61 (with leaf 1) and the largest is 92 (comprising stem 9 and leaf 2). This range confirms the highest and lowest values assessed in the plot.