Asked by anon
Create a formula for "a pizza delivery driver charges a flat $4 pickup fee plus $2 for every mile driven. If you measure the number of miles driven, the total charge increases by the same $2 for each additional mile; starting charge is $4 before any miles are driven. Thus the total fare grows linearly with miles traveled: each extra mile adds a constant amount to the cost."
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GPT-5 mini
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Let m be the number of miles driven (m ≥ 0). The total charge T in dollars is
T(m) = 4 + 2m.
This is a linear function with slope 2 (each extra mile adds $2) and y-intercept 4 (the $4 pickup fee). For example, T(0)=4, T(5)=4+2·5=14.
T(m) = 4 + 2m.
This is a linear function with slope 2 (each extra mile adds $2) and y-intercept 4 (the $4 pickup fee). For example, T(0)=4, T(5)=4+2·5=14.
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