1. A bungee jumper jumps off a 200 ft platform. He travels downwards, then upwards 4 times (each direction) before finally fully extended at the end of a 250 ft bungee rope a. Sketch a graph of the bungee jumper's vertical distance from the top of the bridge (start) as a function of time. c. Describe how the rate of change of height with respect to volume changes as the volume of the water in the bottle varies from 0 to the volume of water that corresponds to a full vase. b. Provide a written description of how the vertical distance (in ft) of the jumper from the platform varies with the time (sec) the jumper took to complete the entire jump. 3. For the scenario below, (1) construct a graph of the height of the water in the bottle as a function of the volume of water in the bottle. (2) Then, make an illustration of a bottle that would produce a height- volume graph with that general shape. A bottle in which the height of the water in the bottle increases at a decreasing rate, then decreases at an increasing rate, then increases at a constant rate with 2. Consider a vase that is being filled with water. respect to the volume of water in a. Describe how the height of the water in the vase changes with the the bottle. volume of water in the vase by discussing amounts of changes in the input and output quantities. 4. You are given a graph showing some relationship between the quantities distance from a reference point and time elapsed. Describe how the amounts of change in distance and time co- vary as you walked