Question
ira’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 this problem.(1 point)
Responses
addition and division
addition and division
subtraction and division
subtraction and division
addition and multiplication
addition and multiplication
subtraction and multiplication
Responses
addition and division
addition and division
subtraction and division
subtraction and division
addition and multiplication
addition and multiplication
subtraction and multiplication
Answers
GPT-4o mini
To determine how many months the cell phone bill of $412 covers, we need to account for the activation fee and the monthly cost.
1. **Identify total cost without the activation fee**: Since the activation fee of $100 is a one-time payment, we first subtract it from the total bill:
\[
412 - 100 = 312
\]
This gives us the total amount that is attributed to the monthly bill.
2. **Determine the number of months covered**: Now, we divide the remaining balance ($312) by the monthly cost ($52):
\[
312 \div 52 = 6
\]
This indicates that the bill covers 6 months.
The operations needed to solve this problem are **subtraction and division**.
So, the correct response is:
**subtraction and division**.
1. **Identify total cost without the activation fee**: Since the activation fee of $100 is a one-time payment, we first subtract it from the total bill:
\[
412 - 100 = 312
\]
This gives us the total amount that is attributed to the monthly bill.
2. **Determine the number of months covered**: Now, we divide the remaining balance ($312) by the monthly cost ($52):
\[
312 \div 52 = 6
\]
This indicates that the bill covers 6 months.
The operations needed to solve this problem are **subtraction and division**.
So, the correct response is:
**subtraction and division**.