quicksort the array step by step 63,19,32,11,87,3,87,24,48,39

quicksort the array step by step

63,19,32,11,87,3,87,24,48,39

Expert Solution

Sorted Array = [3, 11, 19, 24, 32, 39, 48, 63, 87, 87]

venereology answered 11 hours ago

Quicksort - Divider and Conquer Illustrate the operation of PARTITION on the array: A = {9,...

Quicksort - Divider and Conquer Illustrate the operation of PARTITION on the array: A = {9, 19, 13, 5, 12, 8, 7, 4, 21, 6, 11}. Let A[1] = 9 be the pivot value.

Trace the execution of quicksort on the following array, assuming that the first item in each...

Trace the execution of quicksort on the following array, assuming that the first item in each subarray is the pivot value. Show the values of first and last for each recursive call and the array elements after returning from each call. Also, show the value of pivot during each call and the value returned through pivIndex. How many times is sort called, and how many times is partition called? 55 50 10 40 80 90 60 100 70 80 20...

What is the running time of QUICKSORT on an array A of length n containing all...

What is the running time of QUICKSORT on an array A of length n containing all the same values? What is the running time if A contains distinct elements sorted in decreasing order? Explain your answers in detail, referring to the source code for PARTITION and QUICKSORT.

(do not need to code) Consider QuickSort on the array A[1:n] andassume that the pivot...

Consider QuickSort on the array A[1:n] and assume that the pivot element x (used to split the array A[lo:hi] into two portions such that all elements in the left portion A[lo:m] are =< x and all elements in the right portion A[m:hi] are >=x) is the first element of the array to be split (i. e., A[lo]).Construct an infinite sequence of numbers for n and construct an assignment of the numbers 1...n to the n array elements that causes QuickSort,...

Following is the algorithm of Quicksort for sorting an array of integers in ascending order. Partition(numbers,...

Following is the algorithm of Quicksort for sorting an array of integers in ascending order. Partition(numbers, lowIndex, highIndex) { midpoint = lowIndex + (highIndex - lowIndex) / 2 pivot = numbers[midpoint] done = false while (!done) { while (numbers[lowIndex] < pivot) lowIndex++ while (pivot < numbers[highIndex]) highIndex-- if (lowIndex >= highIndex) { done = true } else { temp = numbers[lowIndex] numbers[lowIndex] = numbers[highIndex] numbers[highIndex] = temp lowIndex++ highIndex-- } } return highIndex } Quicksort(numbers, lowIndex, highIndex) { if (lowIndex...

What is the running time of Quicksort when the input array is sorted in ascending order?...

What is the running time of Quicksort when the input array is sorted in ascending order? (please explain in detail)

. Consider QuickSort on the array A[1:n] and assume that the pivot element x (used to...

. Consider QuickSort on the array A[1:n] and assume that the pivot element x (used to split the array A[lo:hi] into two portions such that all elements in the left portion A[lo:m] are ≤x and all elements in the right portion A[m:hi] are ≥x) is the second element of the array to be split (i. e., A[lo+1]). For a specific value of n at least 13 (your choice), construct an assignment of the numbers 1...n to the n array elements...

Quicksort (underline the pivot at each step) 19, 22, 8, 90, 13

Consider QuickSort on the array A[1:n] and assume that the pivot element x (used to split...

Consider QuickSort on the array A[1:n] and assume that the pivot element x (used to split the array A[lo:hi] into two portions such that all elements in the left portion A[lo:m] are ≤x and all elements in the right portion A[m:hi] are ≥x) is the second element of the array to be split (i. e., A[lo+1]). For a specific value of n at least 13 (your choice), construct an assignment of the numbers 1...n to the n array elements that...

trace by using quicksort on the array : 4 6 5 3 2 7 1 using...

trace by using quicksort on the array : 4 6 5 3 2 7 1 using 7 as the pivot

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