The question asks for the expression that represents just the overtime hours worked. Here's how we can break it down:

1. The total hours worked is given as $x$.
2. Regular work is for up to 5 hours, so any hours beyond 5 are considered overtime.
3. Therefore, the number of overtime hours is $x - 5$, provided that $x > 5$.

Final Answer:

The expression for the overtime hours is: $x - 5$

Would you like me to explain this further or solve any additional parts of the question? Let me know!

Here are 5 related questions for practice:

1. If someone worked 8 hours, how many overtime hours would they have worked?
2. What would the total payment be if $x = 10$ total hours worked?
3. If the company increases overtime pay to $40/hour, how would the overtime cost expression change?
4. How can you write the total pay expression for both regular and overtime hours combined?
5. What happens if someone works exactly 5 hours—how many overtime hours would they have?

Quick Tip:

Always identify the breakpoint in word problems like these (in this case, 5 hours). This will help you clearly separate the scenarios and write the correct expressions!