hw7.pdf - ECE368 Fall 2017 Homework 7 IMPORTANT Do NOT...

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ECE368 Fall 2017 Homework 7 IMPORTANT: Do NOT leave your name or Purdue ID on this homework. Write your homework security number at the TOP of EACH page. Read and sign the Academic Honesty Statement that follows: “In signing this statement, I hereby certify that the work on this exercise is my own and that I have not copied the work of any other student while completing it. I understand that, if I fail to honor this agreement, I will receive a score of zero for this exercise and will be subject to further disciplinary action.” Homework security number: Please acknowledge any people who have helped you with this homework. Question Credits 1 2 3 1
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1. (30 points) A k-ary max-heap is a generalization of a binary max-heap in which each node in the heap has at most k children instead of two. In other words, it is an almost complete k-ary tree in which every node satisfies the max-heap property. (a) Given the array A[12] = [S, O, R, T, I, N, G, I, S, F, U, N] , show how you will build the max-heap for k = 3 by inserting the elements of array A in succession. Show the snap-
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