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Sorting Arrays

Sorting Arrays. 8.3 Focus on Software Engineering: Introduction to Sorting Algorithms. Sorting algorithms are used to arrange random data into some order. The Bubble Sort. An easy way to arrange data in ascending or descending order. Pseudocode: Do Set count variable to 0

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Sorting Arrays

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  1. Sorting Arrays

  2. 8.3 Focus on Software Engineering: Introduction to Sorting Algorithms • Sorting algorithms are used to arrange random data into some order

  3. The Bubble Sort • An easy way to arrange data in ascending or descending order. • Pseudocode: Do Set count variable to 0 For count is set to each subscript in Array from 0 to the next-to-last subscript If array[count] is greater than array[count+1] swap them set swap flag to true end if End for While any elements have been swapped.

  4. Bubble Sort Visual Presentation

  5. Program 8-4 // This program uses the bubble sort algorithm to sort an // array in ascending order. #include <iostream> using namespace std; // Function prototypes void sortArray(int [], int); void showArray(int [], int); int main() { int values[4] = {4,5,1,2}; cout << "The unsorted values are:\n"; showArray(values, 4); sortArray(values, 4); cout << "The sorted values are:\n"; showArray(values, 4); system("pause"); return 0; }

  6. Program continues // Definition of function showArray. // This function displays the contents of array. elems is the // number of elements. void showArray(int array[], int elems) { for (int count = 0; count < elems; count++) { cout << array[count] << " "; } cout << endl; }

  7. Program continues // Definition of function sortArray. This function performs an ascending // order bubble sort on Array. elems is the number of elements in the array. void sortArray(int array[], int elems) { int swap=1, temp; do { swap = 0; for (int count = 0; count < (elems - 1); count++) { if (array[count] > array[count + 1]) { temp = array[count]; array[count] = array[count + 1]; array[count + 1] = temp; swap = 1; } } } while (swap != 0); }

  8. Program Output The unsorted values are: 4 5 1 2 The sorted values are: 1 2 4 5

  9. The Selection Sort • The bubble sort is inefficient for large arrays because items only move by one element at a time. • The selection sort moves items immediately to their final position in the array so it makes fewer exchanges.

  10. Selection Sort Pseudocode: For Start is set to each subscript in Array from 0 through the next-to-last subscript Set Index variable to Start Set minIndex variable to Start Set minValue variable to array[Start] For Index is set to each subscript in Array from Start+1 through the next-to-last subscript If array[Index] is less than minValue Set minValue to array[Index] Set minIndex to Index End if Increment Index End For Set array[minIndex] to array[Start] Set array[Start] to minValue End For

  11. Selection Sort Visual Presentation

  12. Activity: Make a program using selection sort algorithm to sort an arrays. Note: You must enter 10 unsorted values of an array then display the sorted value of an arrays.

  13. Thank you!!! 

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