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Recursive algorithm-algorithm basic operation count

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Reference no: EM133234713

Consider the following recursive algorithm:

ALGORITHM AlgUnknown(A[0..n - 1])

//Input: An array A[0..n - 1] of integer numbers

if n = 1

return A[0]

else temp ← AlgUnknown (A[0..n - 2])

if temp ≤ A[n - 1]

return temp

else

return A[n - 1]

1) What does this algorithm return?

2) Set up a recurrence relation for the algorithm's basic operation count and solve it.

Reference no: EM133234713

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