-Ready Solve Problems with Ratios and Unit Rates - instruction = Level F Avery and Carmen both have summer jobs, Avery gets paid \( \$ 360 \) every 4 weeks, Carmen gets paid \$4B0 every 6 weeks, Summer break losts a total of 12 weeks, Who will earn more money during summer break? Find the amount Avery and Carmen each earn in 1 week. Avery earns \( \$ \) \( \square \) 7 per week. Carmen earns \$ \( \square \) \( ? \) per week.

Avery's weekly earnings can be calculated by dividing his total pay by the number of weeks. So, \( 360 \div 4 = 90 \). This means Avery earns \$90 per week. Carmen, on the other hand, is paid \$480 every 6 weeks. Dividing her total pay \( 480 \div 6 = 80 \), we find that she earns \$80 per week. The summer break lasts for 12 weeks, so to find their total earnings, we can multiply their weekly earnings by the number of weeks. For Avery, \( 90 \times 12 = 1080 \) dollars, and for Carmen, \( 80 \times 12 = 960 \) dollars. Therefore, Avery will earn more money during summer break! Avery earns \( \$90 \) per week. Carmen earns \$ \(80\) per week.