Question 26 Evaluating and Solving Rational Functions Gonzo and his friend Duke are heading out to San Diego on a road trip. From Gonzo's front door to downtown San Diego, the trip is 390 miles. Answer the following questions based upon this situation. Use the relationship, Distance = Rate times Time or d = rt, to write a rational function T(r) that has the rate of travel, r (in mph), as its input and the time of travel (in hours) as its output. 1. Solve the equation d = rt for t. What is the new equation? 2. Rewrite your new equation as a function where t = T(r) and d = 390: T(r ) = Determine the driving time to reach San Diego if Gonzo and Duke drive 90 miles per hour. Round your answer to one decimal place f Gonzo and Duke drive 90 miles per hour, the driving time for the trip will be about hours. If it takes Gonzo and Duke 6.5 hours of driving time to reach San Diego, determine how fast they drove. If it takes Gonzo and Duke 6.5 hours of driving time to reach San Diego, they drove about miles per hour. Give the equation of the vertical asymptote of T(r) Vertical Asymptote: Complete the following sentence to explain its significance in this situation. Select an answer As your Time approaches infinity, the rate of speed approaches infinity. As your rate of speed approaches 0, the time of travel approaches infinity. As your rate of speed approaches infinity, the time of travel approaches 0. As your Time approaches 0, the rate of speed approaches infinity. APR 19