Passengers on Acrophobia, a free-fall ride at Six Flags over Georgia, sit in cars that are raised to the top of a tower. The cars are then released for 2.6 s of free fall. What is their acceleration at the top of the ride (once released)? a. b. How fast are the passengers moving at the end of this speeding up phase of the ride? c. If the cars in which they ride then come to rest in a time of 1.2 s, what is the acceleration (magnitude and direction) of this slowing down phase of the ride? d. How far did they fall in the first part of the ride? e. Given these numbers, what is the minimum possible height of the tower?