Question
Maya's cell phone bill was $412. She had to pay an activation fee of $100. It also costs $52 per month for the phone. How many months does this bill cover? Identify the operations needed to solve the problem. A subtraction and multiplication be subtraction and division. See addition and multiplication the edition and. Division
Answers
GPT-4o mini
To determine how many months Maya's cell phone bill covers, we can break down the costs and use the appropriate operations.
1. **Identify total costs:** The total bill is $412, and this includes a $100 activation fee and a monthly charge of $52.
2. **Subtract the activation fee from the total bill:**
\[
\text{Cost for months} = \text{Total bill} - \text{Activation fee} = 412 - 100 = 312
\]
3. **Determine the number of months covered:** Now that we know the total amount that is for the months of service, we can find out how many months that $312 covers by dividing by the monthly charge of $52:
\[
\text{Number of months} = \frac{\text{Cost for months}}{\text{Monthly charge}} = \frac{312}{52} = 6
\]
### Operations Needed:
- Subtraction (to remove the activation fee from the total bill).
- Division (to determine how many months the remaining balance covers).
Therefore, the answer is that the bill covers **6 months**.
1. **Identify total costs:** The total bill is $412, and this includes a $100 activation fee and a monthly charge of $52.
2. **Subtract the activation fee from the total bill:**
\[
\text{Cost for months} = \text{Total bill} - \text{Activation fee} = 412 - 100 = 312
\]
3. **Determine the number of months covered:** Now that we know the total amount that is for the months of service, we can find out how many months that $312 covers by dividing by the monthly charge of $52:
\[
\text{Number of months} = \frac{\text{Cost for months}}{\text{Monthly charge}} = \frac{312}{52} = 6
\]
### Operations Needed:
- Subtraction (to remove the activation fee from the total bill).
- Division (to determine how many months the remaining balance covers).
Therefore, the answer is that the bill covers **6 months**.