\( 1 \leftarrow \begin{array}{l}\begin{array}{l}\text { An online test of English spelling looked at how well people spelled difficult words. The } \\ \text { bar graph shows the percentage of people who spelled each word correctly. Let } x \\ \text { represent the percentage who spelled each word correctly. Identify the word or words } \\ \text { described by the inequality } x>45 \% \ldots\end{array} \\ \begin{array}{l}\text { Select any word described by } x>45 \% \text {. Select all that supply. } \\ \square \text { A. cemetery } \\ \square \text { B. supersede } \\ \square \text { C. weird } \\ \square \text { D. inoculate } \\ \square \text { E. harass } \\ \square \text { F. accomodation }\end{array}\end{array} \)

To solve the problem, we need to identify which words from the list have a spelling accuracy greater than 45%. This means we need to look at the bar graph mentioned in the problem, which shows the percentage of people who spelled each word correctly. However, since the graph is not provided, I will guide you through the steps you would take if you had access to that information. 1. **Identify the Percentages**: Look at the bar graph and note the percentage of people who spelled each word correctly. 2. **Compare with 45%**: For each word, check if the percentage of correct spellings is greater than 45%. 3. **Select the Words**: Mark the words that meet the condition \( x > 45\% \). Since I don't have access to the bar graph, I can't provide the specific words that meet the criteria. However, if you have the percentages from the graph, you can follow these steps to determine which words to select. If you can provide the percentages for each word, I can help you identify which ones to select based on the inequality \( x > 45\% \).