1. Let's clarify the inequality you mentioned: "excess less than minus 0.7" and "X is greater than 2.7". 2. Suppose the inequality is of the form $x < -0.7$ or $x > 2.7$. 3. This means the solution set includes all values of $x$ that are either less than $-0.7$ or greater than $2.7$. 4. In interval notation, this is $(-\infty, -0.7) \cup (2.7, \infty)$. 5. So yes, if the problem states $x < -0.7$ or $x > 2.7$, then the solution is exactly that: values less than $-0.7$ or greater than $2.7$. 6. If you have a specific inequality or equation, please provide it for a more precise explanation.