Drivejoy charges a per day rental fee comprising two components a daily mileage allowance plus a certain amount per mile driven over the allowance. The given graph compares the miles driven over the allowance and the total cost for a $3$ -day rental. What does $C$ -intercept represent ?

The per day rental fee for renting the car

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The number of miles a renter may drive the car per day

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The penalty a renter must pay if the daily mileage allowance is exceeded

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The total cost of a

3

-day rental assuming the car is not driven over the allowance

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Solution

The correct option is D The total cost of a $3$ -day rental assuming the car is not driven over the allowance
$\Rightarrow$ With miles driven over the allowance plotted along the horizontal axis and the total cost for a $3 - d a y$ rental plotted along the vertical axis (the C-axis), the point $(0, 63)$ indicates that driving $0$ miles over the allowance (or not driving over the allowance) results in a cost of $$ 63.$
$∴$ $C - i n t e r c e p t$ represent the total cost of $3 - d a y$ rental assuming the car is not driven over the allowance.

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Drivejoy charges a per day rental fee comprising two components a daily mileage allowance plus a certain amount per mile driven over the allowance. The given graph compares the miles driven over the allowance and the total cost for a 3-day rental. What does C-intercept represent ?

Drivejoy charges a per day rental fee comprising two components a daily mileage allowance plus a certain amount per mile driven over the allowance. The given graph compares the miles driven over the allowance and the total cost for a $3$ -day rental. What does $C$ -intercept represent ?