1. The problem statement, all variables and given/known data A wave is sent down a cable. When it hits the end of the cable a reflected wave is sent back. You are given the: - time between the initial and reflected pulse - the amplitude of the initial and reflected pulse. You also know the length of the cable (you may not need this measurement). Find the 1) the velocity of propagation, and 2) the attenuation of the wave medium. 2. Relevant equations None are given, but: velocity of propagation is the velocity at which a wave propagates along a rope. Attenuation is when is a wave travelling on a rope loses a constant fraction of its amplitude per meter of travel along the rope. 3. The attempt at a solution I really have no idea what I'm doing here, but I think the time between the initial and reflected pulse would be double the time it takes the wave to travel along the rope... The distance the wave travels would be the length of the rope, correct? So would the velocity of propagation be (length of rope)/(0.5*time between reflected and initial)? For the attenuation, is it the difference between the initial wave's velocity and the reflected wave's velocity, divided by the length of the rope? Those are just guesses... please help!