Taylor makes $13 per hour at the grocery store. She always works between 10-15 hours per week to leave time for her homework and band practice. Her gross
wages can be modeled as w(h) = 13h,
where his the number of hours worked per week.

The function provided is $ w(h) = 13h $, where:

- $ w(h) $ represents Taylor's gross wages (in dollars).
- $ h $ represents the number of hours Taylor works per week.

Given that Taylor makes $13 per hour and works between 10 to 15 hours per week, you can calculate her gross wages for any number of hours within this range by plugging $ h $ into the equation.

For example:
- If Taylor works 10 hours in a week, her gross wages would be $ w(10) = 13 \times 10 = 130 $ dollars.
- If she works 15 hours in a week, her gross wages would be $ w(15) = 13 \times 15 = 195 $ dollars.

This means her weekly earnings can range from $130 to $195, depending on how many hours she works within that range.

Would you like more details or have any questions about this?

Here are 5 questions that could extend this topic:
1. What would her gross wages be if she worked for 12 hours in a week?
2. How much would Taylor earn in a month if she worked the same number of hours every week?
3. If Taylor wants to earn at least $150 a week, how many hours would she need to work?
4. How much will Taylor earn if she works 11.5 hours in a week?
5. Can we create a similar wage function for a different hourly wage?

**Tip:** You can model wages or earnings for any job using similar linear functions based on hourly rates.

Taylor makes $13 per hour at the grocery store. She always works between 10-15 hours per week to leave time for her homework and band practice. Her gross wages can be modeled as w(h) = 13h, where h is the number of hours worked per week.

Learn how to model Taylor's weekly gross wages using the linear equation w(h) = 13h, where h represents the number of hours worked. This problem explains how her earnings range from $130 to $195, depending on her working hours (10-15 hours per week). Suitable for students in Grades 6-8.

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