The diver leaves the platform with an initial upward speed of 2.5 m /s. A stationary camera on the ground is programmed to track the diver throughout the dive by rotating the lens to keep the diver centered in the captured image. Plot θ˙ and θ¨ as functions of time for the camera over the entire dive and state the values of θ˙ and θ¨ at the instant the diver enters the water. Treat the diver as a particle which has only vertical motion. Additionally, state the maximum magnitudes of θ˙ and θ¨ during the dive and the times at which they occur.
