When suspended from a bungee cord, at rest, a 70 kg person - the "BUNGER" - increases
            the length of a 50 m cord by 25%.

   (a)    Assuming the cord obeys Hooke's Law, calculate its spring constant. (g = 10 m/s2)

                                                                                                                                                    (5)

  
(b)    Use the principle of energy conservation to determine how far the "BUNGER" will fall
           when jumping from a bridge. (Ignore air resistance)                                                     (11)

    (c)    Assuming zero air resistance how far would you expect the "BUNGER" to bounce back
             towards the bridge ?                                                                                                 (2)

             Energy is conserved, therefore the bounce would take the "BUNGER" back to the bridge.

    (d)    In a real situation, on the first bounce, the "BUNGER" returns to 10 m below the bridge.
            How much work is done against the resistive forces from the time the jump begins till the
            top of this first bounce ?                                                                                            (7)

          
With initial situation prior to jump and final situation at top of bounce then,

          
no elastic PE stored, then