Question: Recall the Activity Selection problem as described in text and course notes: Given a set of activities encoded with the pairs (si,fi),i=1,2,,n (where si and

Recall the Activity Selection problem as described in text and course

Recall the Activity Selection problem as described in text and course notes: Given a set of activities encoded with the pairs (si,fi),i=1,2,,n (where si and fi are start and finish time of activity i respectively), find the maximum size subset of mutually non-overlapping activities. Consider an instance of this problem given as (1,4),(2,5),(0,6),(5,7),(2,9),(5,9),(6,11),(8,11),(8,12),(12,14) Which of the following subsets of these activities represent a feasible solution? (1,4),(2,5),(5,7),(8,12)(2,9),(8,12),(6,10)(1,4),(8,11),(5,7)(0,6),(8,12)

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