A race pilot's average rate of speed over a 720-mile course is inversely proportional to the time in minutes t the pilot takes to fly a complete race course. The pilot's final score s is the average speed minus any penalty points p earned.
1. Write a function to model the pilot's score for a given t and p (Hint: d = rt)
2. Graph the function for a pilot who has two penalty points.
3. What is the maximum time a pilot with 2 penalty points can take to finish the course and still earn a score of at least 3?

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i really don't understand this, please help

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