Figure 1: hup://upload.wikimedia.org/wikipedia/commons/2/24/FairchildB52Crash.jpg. Problem 1 Based on the following information, some of which might be super- fluous, estimate the time when the aircraft hit the ground. Gravity at Fairchild Air Force Base, g, has been measured as 980.6129 Galileos [em/s'] [6, Table 2, p 91, or, equivalently, 9.806129 [m/s=]. Estimates of the aircraft's initial altitude, range from 150 to 200 feet [ft] [3, p. 277-278], [1, p. 3]. (7, Appendix 3, Case #12, p. 3-20], presumably measured near the aircraft's geometric centroid or near its center of mass. However, its banking angle was slowly rolling through 90" [2, p. AA-22.14]- The wingspan of a B-52 is 185 feet [5], or 56.388[m]: a wing is 92.5 feet long. For this problem, effects other than constant gravity may be neglected. (Air resistance could be a part in another problem.) Task: Estimate the time elapsed between the time to when the aircraft was at its initial altitude, and the time f, when the aircraft hit the ground: t - to =? Potentially Useless Background On 24 June 1994 at Fairchild Air Force Base, during a practice run for an air show, a low-flying B-52H aircraft banked its wings to 90des, as shown in Figure 1, and crashed. Solutions to Problem I give estimates of whether a pilot would have sufficient time to correct the manoeuvre