Question: Suppose that algorithm 1 runs in O ( n log n ) time and that the number of times algorithm 2 performs / calls algorithm

Suppose that algorithm1 runs in O(n log n) time and that the number of
times algorithm2 performs/calls algorithm1 is O(n)(and it does nothing else). What can be said
about the running time of algorithm2 in terms of Big-O notation? Justify your answer using the
definition of Big-O.

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