1. The problem statement, all variables and given/known data In a scene in an action movie, a stunt man jumps from the top of one building to the top of another building 4.4 m away. After a running start, he leaps at an angle of 15◦ with respect to the ﬂat roof while traveling at a speed of 5.0 m/s. The acceleration of gravity is 9.81 m/s^2. To determine if he will make it to the other roof, which is 2.2 m shorter than the building from which he jumps, ﬁnd his vertical displacement upon reaching the front edge of the lower building with respect to the taller building. Answer in units of m. 2. Relevant equations vx = vi cos theta viy = vi sin theta delta x = vx*delta t delta y = vix*delta t + (1/2)g(delta t)^2 I'm not sure which ones to use. 3. The attempt at a solution vix = vi cos theta = 5 cos 15 = 4.8296 delta x = 4.4 (given) 4.4/4.8296 = time = .911 Then I'm stuck here.