Problem 5 )- This one is tricky. Enjoy doing it, but don'ts spend to much time on it. Not just any greedy approach to the activity-selection problem produces a max- imum-size set of mutually compatible activities. Give an example to show that the approach of selecting the activity of least duration from among those that are compatible with previously selected activities does not work. Do the same for the approaches of always selecting the compatible activity that overlaps the fewest other remaining activities and always selecting the compatible remaining activity with the earliest start time.

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Please solve this computer science problem asap (we use c++ psuedo code)

 

Problem 5 )- This one is tricky. Enjoy doing it, but don'ts spend to much time on it.
Not just any greedy approach to the activity-selection problem produces a max-
imum-size set of mutually compatible activities. Give an example to show that
the approach of selecting the activity of least duration from among those that are
compatible with previously selected activities does not work. Do the same for
the approaches of always selecting the compatible activity that overlaps the fewest
other remaining activities and always selecting the compatible remaining activity
with the earliest start time.
Transcribed Image Text:Problem 5 )- This one is tricky. Enjoy doing it, but don'ts spend to much time on it. Not just any greedy approach to the activity-selection problem produces a max- imum-size set of mutually compatible activities. Give an example to show that the approach of selecting the activity of least duration from among those that are compatible with previously selected activities does not work. Do the same for the approaches of always selecting the compatible activity that overlaps the fewest other remaining activities and always selecting the compatible remaining activity with the earliest start time.
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