You can use the equation p = 9.95h to describe the relationship
between your pay rate (p) and the number of hours that you work (h).
What does the number 9.95 represent in this equation?










In the equation $ p = 9.95h $, the number 9.95 represents your **hourly pay rate**. This means for each hour $ h $ that you work, you are paid \$9.95. Therefore, the total pay $ p $ is calculated by multiplying 9.95 by the number of hours worked.

Would you like further clarification or have any questions?

Here are 5 related questions to expand on this concept:
1. How much would you earn if you worked for 8 hours?
2. How many hours would you need to work to earn \$99.50?
3. If you got a raise to \$12 per hour, how would the equation change?
4. What happens to the equation if your hourly rate decreases?
5. How could you graph this relationship between hours and pay?

**Tip:** To understand linear equations, always look for the coefficient (in this case, 9.95) to determine the rate of change or proportionality.

You can use the equation p = 9.95h to describe the relationship between your pay rate (p) and the number of hours that you work (h). What does the number 9.95 represent in this equation?

Discover how the linear equation p = 9.95h represents the relationship between pay rate and hours worked. In this problem, 9.95 is the hourly pay rate, and the total pay is calculated by multiplying the number of hours worked by 9.95. Perfect for students in Grades 6-8.

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