1. **State the problem:** Solve the inequality $x - 19 \leq 81$ for $x$ when $x = 110$. 2. **Write the inequality:** $$x - 19 \leq 81$$ 3. **Add 19 to both sides to isolate $x$:** $$x - 19 + 19 \leq 81 + 19$$ $$\cancel{x} + \cancel{-19} + 19 \leq 100$$ $$x \leq 100$$ 4. **Evaluate the inequality for $x = 110$:** Check if $110 \leq 100$. 5. **Conclusion:** Since $110$ is not less than or equal to $100$, the inequality is **false** for $x = 110$. **Final answer:** The inequality $x - 19 \leq 81$ is not true when $x = 110$.