Which sort usually requires fewer data values to be swapped, bubble sort or selection sort?

Output the execution time for the quick sort, selection sort, insertion sort, bubble sort, and merge sort algorithms as they attempt to sort an array of 1000 random numbers, 1000 sorted number, and 1000 numbers in reversed order. For this use the the high_resolution_clock::now() function that will return the current time. To use this you will also need to include the header file as well as using namespace std::chrono. Quick sort 187 ms for random numbers 176 ms for sorted numbers 173 ms for reversed numbers Selection sort 1300 ms for random numbers 1424 ms for sorted numbers 2578 ms for reversed numbers Insertion sort 401 ms for random numbers 1 ms for sorted numbers 1 ms for reversed numbers Bubble sort 1366 ms for random numbers 669 ms for sorted numbers 667 ms for reversed numbers Merge sort 1297 ms for random numbers 1049 ms for sorted numbers 1010 ms for reversed numbers

Selection sort Insertion sort Shell sort Quicksort Merge sort Radix sort   Can someone explain how these sorts work using arrays?

Write a program to sort data using selection sort algorithm.

What is the maximum number of swaps that can be performed in the Selection Sort algorithm?   A. n - 1 B. n C. 1 D. n - 2

Please help me create an insertion sort program using java

6. Given the following data: 35 12 80 6 70 90 10 Illustrate Selection Sort algorithm. Also, give the runtime. Use the table given below: 1 1 2 3 4 A[0] 5 6 7 #comparison Describe the Algorithm

Selection sort Insertion sort Shell sort   Can someone show and explain how each one of these sorting methods work? (Mainly use arrays if possible).

QUESTION 22 Evaluating Sorts Given the following array: 4, 6, 1, 7, 8, 0 Show what the array looks like after the 2rd swap of a Selection Sort in ascending order.