Exercise 1.36: Modify fixed-point so that
it prints the sequence of approximations it generates, using the newline
and display primitives shown in Exercise 1.22.  Then find a
solution to 
  
    
      x
      x
    
    =
    1000
  
 by finding a fixed point of 
  x
  ↦
  
    log
    ⁡
    (
    1000
    )
    
      /
    
    log
    ⁡
    (
    x
    )
  
.  (Use Scheme’s primitive log
procedure, which computes natural logarithms.)  Compare the number of steps
this takes with and without average damping.  (Note that you cannot start
fixed-point with a guess of 1, as this would cause division by

  
    log
    ⁡
    (
    1
    )
    =
    0
  
.)