Let's go through the solution step by step.
First, we'll analyze the television:
1. Television Rent-to-Own Cost:
- The weekly cost for rent-to-own is $27.
- There are 52 weeks in a year.
- Total yearly cost: \( 27 \times 52 = 1404 \)
2. Television Retail Price:
- The retail price of the TV is $480.
3. Extra Cost by Rent-to-Own:
- Extra cost = Total rent-to-own cost - Retail price
- Extra cost = \( 1404 - 480 = 924 \)
So, Maria will pay an extra $924 if she uses the rent-to-own program to buy the television, rather than waiting until she saves up enough money to pay cash for it.
Next, let's analyze the refrigerator:
1. Refrigerator Rent-to-Own Cost:
- The weekly cost for rent-to-own is $28.
- There are 52 weeks in a year.
- Total yearly cost: \( 28 \times 52 = 1456 \)
2. Refrigerator Retail Price:
- The retail price of the refrigerator is $800.
3. Extra Cost by Rent-to-Own:
- Extra cost = Total rent-to-own cost - Retail price
- Extra cost = \( 1456 - 800 = 656 \)
Therefore, if Maria saves her money and pays cash, she can purchase a refrigerator in \( \frac{800}{200} = 4 \) months.
In summary:
- Maria will pay an extra $924 if she uses the rent-to-own program to buy the television, rather than waiting until she saves up enough money to pay cash for it.
- If she saves her money and pays cash, she can purchase a refrigerator in 4 months.
