s>15;s<-5
The inequality is s > 15 or s < -5.
I'm sorry, but could you please clarify your question? It seems that you have provided some code rather than a question.
It seems like you have entered a series of mathematical inequalities. The notation "s > 15" represents the inequality "s is greater than 15", while "s < -5" represents "s is less than -5".
To understand the solution to these inequalities, we need to find the values of 's' that satisfy both conditions simultaneously.
Let's start with "s > 15". This means that any value of 's' that is greater than 15 will satisfy this inequality. So, all numbers to the right of 15 on the number line (excluding 15 itself) will work. For example, 16, 17, 18, and so on.
Moving on to "s < -5", this means that 's' should be less than -5 to satisfy the inequality. So, all numbers to the left of -5 on the number line will work. For example, -6, -7, -8, and so on.
To find the values of 's' that satisfy both conditions simultaneously, we need to find the overlapping region on the number line where both inequalities are true. In this case, as there is no overlap between the two ranges, there are no values of 's' that simultaneously satisfy both inequalities. Therefore, there is no solution to this system of inequalities.