A cab company charges $20 per mile for a Lyft to the airport. What change with the company right to their charges to make this a non-proportional situation
To make this a non-proportional situation, the cab company would need to change their charges in a way that does not follow a constant rate for each mile.
For example, if the cab company decides to charge a flat rate of $40 for any distance traveled to the airport, regardless of the number of miles, it would no longer be proportional. In this case, the charge is fixed and does not vary with the distance traveled.
To make this situation non-proportional, the company can change their charges by implementing a fixed base fare in addition to the per-mile charge. By adding a base fare, the total cost would no longer be directly proportional to the number of miles traveled.
For example, the company could introduce a $10 base fare in addition to the $20 per mile charge. This means that regardless of the distance, the customer would always have to pay at least $10 for the ride. This change would make the situation non-proportional because the total cost would no longer depend solely on the distance traveled.
To make this a non-proportional situation, the cab company would need to introduce a fixed fee in addition to the charge per mile.
Currently, the cab company charges $20 per mile, which means that the price is directly proportional to the distance traveled. For example, traveling 2 miles would cost $40, traveling 3 miles would cost $60, and so on.
To make it non-proportional, the cab company could introduce a fixed fee, which means that the total cost would not solely depend on the distance. Let's say they introduce a fixed fee of $10. Now the total cost would be a combination of the fixed fee and the charge per mile. For example, traveling 2 miles would cost $50, traveling 3 miles would cost $70, and so on.
By including a fixed fee, the cab company has changed the nature of their charges, making it a non-proportional situation.