21 index 8123 456 ) vector numbers = {29, 17, 3, 94, 46, 8, -4, 12}; mergeSort(numbers); Format your answers with each sub-vector surrounded by{ } braces, such as {1, 2} {3, 4}. For example, if the vector was {4 321)}, you would write: (4 3 2 1} {4 3} (2 1} {4} {3} {2} {1} {3 4} {1 2} {1 2 3 4}

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
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Open up a Google doc and share with each other. Complete this exercise together and copy and paste the results here when done. This should only take 5-10 minutes.
Tracing Mergesort
Trace the complete execution of the merge sort algorithm wien called on the vector below, similarly to the example trace of merge sort shown in the lecture slides. Show the
are created by the algorithm and show the merging of sub-vectors into larger sorted vectors.
// index 0 1 2 3 45 6 7
vector<int> numbers = {29, 17, 3, 94, 46, 8, -4, 12};
mergeSort(numbers);
Format your answers with each sub-vector surrounded by { } braces, such as {1, 2} {3, 4}. For example, if the vector was {4 3 21}, you would write:
{4 3 2 1}
{4 3} {2 1}
{4} {3} {2} {1}
{3 4} {1 2}
{1 2 3 4}
Thought: How many vectors would I need here? This is what you will be determining in this lab. I count 4 for this simple example, what about you?
Write your answer here.
Sno...
earch
hp
Transcribed Image Text:Open up a Google doc and share with each other. Complete this exercise together and copy and paste the results here when done. This should only take 5-10 minutes. Tracing Mergesort Trace the complete execution of the merge sort algorithm wien called on the vector below, similarly to the example trace of merge sort shown in the lecture slides. Show the are created by the algorithm and show the merging of sub-vectors into larger sorted vectors. // index 0 1 2 3 45 6 7 vector<int> numbers = {29, 17, 3, 94, 46, 8, -4, 12}; mergeSort(numbers); Format your answers with each sub-vector surrounded by { } braces, such as {1, 2} {3, 4}. For example, if the vector was {4 3 21}, you would write: {4 3 2 1} {4 3} {2 1} {4} {3} {2} {1} {3 4} {1 2} {1 2 3 4} Thought: How many vectors would I need here? This is what you will be determining in this lab. I count 4 for this simple example, what about you? Write your answer here. Sno... earch hp
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