Please answer 3b only. The required image is given below. 3)Show step by step how you will construct a binary search tree by inserting keys in the order12,6, 4,7,8, 10,7,5, 13, 16, 11, starting from an empty binary tree. Explain step by step how youwill delete the node with the key 13 from the binary tree.b) Using Fig. 6.4 in page 137 (page 161 in third edition) of the book as a model, illustrate theoperation of HEAPSORT on the array A ={3,4,2,3, 1,6,5,7,5}. (b)(c)i (10 (14) (16)(10 (14)10(d)(f)10 (14) (16)10 (14) (16)A 12 3 4 7 89 10 14 16(10 (14 (16(k)Figure 64 The operation of HEAPSORT. (a) The max-heap data structure just after BUILD-MAX-HE AP has built it in line 1. (b)-G) The max-heap just after each call of MAX-HEAPIFY in line 5,showing the value of i at that time. Only lightly shaded nodes remain in the heap. (k) The resultingsorted aray A.+)

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Description: Please answer 3b only. The required image is given below. 3)Show step by step how you will construct a binary search tree by inserting keys in the order12,6, 4,7,8, 10,7,5, 13, 16, 11, starting from an empty binary tree. Explain step by step how youw

In computer science, heapsort is a comparatively based filtering algorithm. Heapsort can be thought…

Answered: Using Fig. 6.4 in page 137 (page 161 in…

Computer Networking: A Top-Down Approach (7th Edition)

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ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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Please answer 3b only. The required image is given below.

3)
Show step by step how you will construct a binary search tree by inserting keys in the order
12,6, 4,7,8, 10,7,5, 13, 16, 11, starting from an empty binary tree. Explain step by step how you
will delete the node with the key 13 from the binary tree.
b) Using Fig. 6.4 in page 137 (page 161 in third edition) of the book as a model, illustrate the
operation of HEAPSORT on the array A =
{3,4,2,3, 1,6,5,7,5}.

(b)
(c)
i (10 (14) (16)
(10 (14)
10
(d)
(f)
10 (14) (16)
10 (14) (16)
A 12 3 4 7 89 10 14 16
(10 (14 (16
(k)
Figure 64 The operation of HEAPSORT. (a) The max-heap data structure just after BUILD-MAX-
HE AP has built it in line 1. (b)-G) The max-heap just after each call of MAX-HEAPIFY in line 5,
showing the value of i at that time. Only lightly shaded nodes remain in the heap. (k) The resulting
sorted aray A.
+)

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