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A pre-paid cell phone company charges \( \$ 15.15 \) as a monthly access fee and \( \$ 0.19 \) per minute of calling time. Express the monthly cost \( C \) in terms of minutes of call time. What will the monthly cost be if you make 221 minutes of calls this month? \( \$ 26.15 \)

Ask by Hammond Young. in the United States
Feb 04,2025

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The monthly cost \( C \) is calculated as \( C = 15.15 + 0.19m \), where \( m \) is the number of minutes used. For 221 minutes, the cost is \$57.14.

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Mind Expander

To express the monthly cost \( C \) in terms of minutes of call time \( m \), you can use the formula: \( C = 15.15 + 0.19m \). Here, \( 15.15 \) represents the fixed monthly access fee, while \( 0.19m \) accounts for the variable cost based on the number of minutes called. Now, if you make 221 minutes of calls, you can plug that value into the equation: \( C = 15.15 + 0.19(221) = 15.15 + 41.99 = 57.14 \). So, your total cost for 221 minutes would actually be \( \$ 57.14 \), not \( \$ 26.15 \). Don't forget to double-check those calculations!

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