Determine the wall-clock time it takes to compute 1.3N recursively for every n between 0 and 100. (Note that you'll need to be careful to measure only the time of execution.) Plot the points. Is the curve smooth? If not, suggest why not.
Determine the wall-clock time it takes to compute 1.0011024 recursively. Determine the wall-clock time it takes to compute 1.001511 iteratively. Which is quicker? Why?
Determine the number of steps used to compute 1.3N recursively for every N between 0 and 100. Plot the points. Is the curve smooth? If not, suggest why not.
Determine the number of steps it takes to compute 1.0011024 recursively. Determine the number of steps it takes to compute 1.001511. Explain the difference.
Note that we can use our modified kSmallest
algorithm
to sort arrays (i.e., put all of the elements in order). How?
If there are n elements in the array, we ask to find the
n smallest elements. Since the algorithm puts the n
smallest elements in order, it has sorted the whole array.
Use this observation to add a sort
method to
IntSeq
(and to StringSeq
, if you
developed it).
Find a textbook or Web page that discusses sorting and determine the name of the sorting algorithm we developed in problem A3-E.
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