Question
My flip phone costs me $34 per month, and the cell phone company charges me $0.18 per minute I use the phone. If I need to keep my phone bill under $75 a month, how many minutes can I use without going over my budget?
Answers
GPT 3.5
Let x be the number of minutes you can use without going over your budget of $75.
Thus, the total cost of your phone bill can be represented as:
Total cost = $34 + $0.18x
Given that the total cost cannot exceed $75, we can set up the equation:
$34 + $0.18x ≤ $75
Subtracting $34 from both sides:
$0.18x ≤ $41
Dividing both sides by $0.18:
x ≤ 227.78
Therefore, you can use up to 227 minutes without going over your budget of $75.
Thus, the total cost of your phone bill can be represented as:
Total cost = $34 + $0.18x
Given that the total cost cannot exceed $75, we can set up the equation:
$34 + $0.18x ≤ $75
Subtracting $34 from both sides:
$0.18x ≤ $41
Dividing both sides by $0.18:
x ≤ 227.78
Therefore, you can use up to 227 minutes without going over your budget of $75.
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