In game 3 of the 1970 nba championship, the la lakers were down by 2 points with three seconds left in the game. the ball was inbounded to jerry west. he launched and made a miraculous shot from beyond midcourt, a distance of 60 feet, to send the game into overtime (there was no 3-point line at that time) after careful analysis of the game tape, one could determine the height at which jerry west released the ball, as well as the amount of time had elapsed between the time the ball left his hands and the time the ball reached the basket. this information could then be used to write a rule for the ball's height h in feet as a function of time in flight t in seconds. a. suppose the basketball left west's hands at a point 8 feet above the ground. what does that information tell about the rule given has a function of t?