Question: Suppose an array v stores N integer values (V[N]) and we look for a value key in the array, using the following 4 functions A

Suppose an array v stores N integer values (V[N]) and we look for a value key in the array, using the following 4 functions A sequential linear search with the array being unordered. A sequential linear search with the array being sorted. A binary sequential search with the array being sorted A binary recursive search with the array being sorted. Report the code for the recursive search and illustrate how to compute the asymptotic costs of the 4 functions. Which is their final asymptotic complexity? Motivate your answers and give the intuition behind the asymptotic costs

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