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2. Consider the following algorithm: 1: function HOMEWORKFUNCTION(array A). if length(A) == 1: x 0 2: 3: return A[0] 4: else: 5: 6: 7:
2. Consider the following algorithm: 1: function HOMEWORKFUNCTION(array A). if length(A) == 1: x 0 2: 3: return A[0] 4: else: 5: 6: 7: 8: 9: 10: while length(A): x+= 1 A1A[0 length (A)/4] A2A[length(A)/4: 2+ length (A)/4] A3A[3 length (A)/4: length(A)] 11: return Homework Function (A1) + HomeworkFunction(A2) + HomeworkFunction(A3) 12: end function 1. Write the running time of this function as a recurrence relation. Assume that the array initializations can all be done in constant time using pointers. 2. Describe the running time of this function using big-O notation.
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To analyze the running time of the HOMEWORKFUNCTION algorithm lets break it down In line 2 there is ...
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Chemistry The Central Science
Authors: Theodore Brown, Eugene LeMay, Bruce Bursten, Catherine Murphy, Patrick Woodward
12th edition
321696727, 978-0132175081, 978-0321696724
