Question: Consider the following greedy algorithm for activity selection. The idea is that at each step, we greedily add a valid activity with the fewest conflicts

Consider the following greedy algorithm for activity selection. The idea is that at each step, we greedily add a valid activity with the fewest conflicts with other valid activities.

(

An activity is valid if it doesn

t conflict with an already selected activity

) .

The algorithm

(

breaking ties arbitrarily

)

could choose a

1,

then a

6,

then a

7,

then a

2 .

Is this algorithm correct?

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