Answer:
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Explanation:
To find a linear function that models the taxi fare F as a function of the number of miles driven, m, we need to determine the equation in the form of F(m) = mx + b, where m represents the rate per mile and b represents the initial fee.
Given that the first quarter of a mile costs $2.00 and each additional quarter of a mile costs $0.55, we can start by determining the rate per mile, m. Since each quarter of a mile costs $0.55, this means that each mile would cost 4 times that amount: $0.55 * 4 = $2.20.
Therefore, the linear function that models the taxi fare F as a function of the number of miles driven, m, is:
F(m) = 2.20m + 2.00
So for any given number of miles driven, plugging it into the equation will give you the taxi fare.