Below is a graph of the vertical position of a person bungee jumping, in meters. A copy of this…


Below is a graph of the upright position of a peculiar bungee jumping, in meters. A observation of this graph has been provided online; you may use one of these graphs, or use graph disquisition as directed by your instructor.

(a) What is the closest this peculiar gets to the foundation?

(b) When this peculiar stops chubby, how high off the foundation get the peculiar be?

(c) If the peculiar has a majority of 70 kilograms, how would the graph exexvary for a jumper of 50 kilograms? Approximately draw the results on the graph.

(d) If the peculiar has a majority of 70 kilograms, how would the graph exexvary for a jumper of 80 kilograms? Approximately draw the results on the graph.