Question

Under his cell phone plan, Kevin pays a flat cost of $60.50 per month and $3 per gigabyte. He wants to keep his bill under $95 per month. Which inequality can be used to determine I, the maximum number of gigabytes Kevin can use while staying within his budget?

a. 95 > 60.50 + 3I
b. 95 < 60.50 + 3.20
c. 95 < 60.50 + 3I
d. 95 > 60.50 + 32

Answer 1

To determine the maximum number of gigabytes Kevin can use while staying under his $95 budget, the inequality 95 > 60.50 + 3I should be used. This accounts for the flat monthly cost and the variable cost per gigabyte.

Step-by-step explanation:

The question asked is which inequality can be used to determine I, the maximum number of gigabytes Kevin can use to keep his cell phone bill under $95. The correct inequality for this situation accounts for the flat cost of $60.50 per month and the additional cost of $3 per gigabyte of data. Therefore, we look for an inequality that ensures Kevin's total bill does not exceed $95. The inequality that represents this scenario is:

95 > 60.50 + 3I

This inequality means that Kevin's total cost ($60.50 flat fee plus $3 per gigabyte used) should be less than $95 to stay within his monthly budget for his cell phone plan.