2. Suppose you walk 12.0 m due east, then turn and walk 17.0 m due south. For the purposes of this problem. call due east the positive & direction and due north the positive y direction. (a) What are the components of your final displacement? (b) Calculate your distance from your starting point. (c) Calculate the angle from due east (in degrees) of your final location relative to your starting location. 3. A thoughtless tourist stands in the torch of the statue of liberty, 93 meters above the ground. They drop a penny (from rest), and it falls all the way to the ground. (a) Ignoring air resistance, calculate the time elapsed between when the penny is dropped to when it hits the ground. (b) Ignoring air resistance, calculate the speed of the penny by the time it hits the ground. 4. A maintenance worker climbs to the top of a telephone pole 12.0 m high. However, they realize after reaching the top that they have forgotten to bring their screwdriver with them. Their coworker, standing directly below them on the ground, throws a screwdriver upward at a velocity of 19.0 m/s. You may ignore air resistance for this problem. (a) When (if at all) will the screwdriver reach the maintenance worker? (b) How fast will the screwdriver be moving when it reaches the worker? (c) Suppose the maintenance worker is too busy holding the telephone pole to catch the screwdriver, so the screwdriver falls back to the ground. How long after it was initially thrown will the screwdriver hit the ground? (d) What will the speed of the screwdriver be when it hits the ground