-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.

Question

UpStudy AI · Accepted Answer

1. For Avery, the weekly earnings are calculated by dividing the total amount by the number of weeks:
   $$
   \text{Avery's weekly earnings} = \frac{\$360}{4} = \$90 \text{ per week}.
   $$

2. For Carmen, assuming that the amount \$4B0 is intended to be \$480, her weekly earnings are:
   $$
   \text{Carmen's weekly earnings} = \frac{\$480}{6} = \$80 \text{ per week}.
   $$

3. Since the summer break is 12 weeks long, the total summer earnings would be:
   - Avery: 
     $$
     12 \times \$90 = \$1080,
     $$
   - Carmen:
     $$
     12 \times \$80 = \$960.
     $$

Thus, Avery earns \$90 per week and Carmen earns \$80 per week. During the summer break, Avery will earn more money.
Avery earns \$90 per week, and Carmen earns \$80 per week. Avery will earn more money during the summer break.

Upstudy AI Solution

Answer

Solution

Mind Expander

Related Questions

Latest Arithmetic Questions