1. **State the problem:** We need to determine which values from the set \{7, 2, 0, 5, -1\} satisfy the inequality $x < 5$. 2. **Recall the inequality rule:** The inequality $x < 5$ means $x$ can be any number less than 5 but not equal to 5. 3. **Check each value:** - For $7$: Since $7 > 5$, it does not satisfy $x < 5$. - For $2$: Since $2 < 5$, it satisfies $x < 5$. - For $0$: Since $0 < 5$, it satisfies $x < 5$. - For $5$: Since $5 = 5$, it does not satisfy $x < 5$ (strict inequality). - For $-1$: Since $-1 < 5$, it satisfies $x < 5$. 4. **Final answer:** The possible values of $x$ that satisfy $x < 5$ are $2$, $0$, and $-1$.