[Coco] Perplexity
Wayne Campbell
asa.rand at gmail.com
Tue Sep 3 00:02:26 EDT 2024
The corrected code:
PROCEDURE BubbleSort
0000 DIM array(10):INTEGER
000C DIM i,j,temp:INTEGER
001B REM Initialize the array with some values
0043 BASE 0
0045 FOR i=0 TO 9
0055 PRINT "Enter value for element "; i+1; ": ";
007E INPUT array(i)
0087 NEXT i
0092 REM Bubble sort algorithm
00AA FOR i=0 TO 8
00BA FOR j=0 TO 8-i
00CE IF array(j)>array(j+1) THEN
00E4 temp=array(j)
00EF array(j)=array(j+1)
0101 array(j+1)=temp
0110 ENDIF
0112 NEXT j
011D NEXT i
0128 REM Print the sorted array
0141 PRINT "Sorted array:"
0152 FOR i=0 TO 9
0162 PRINT array(i)
016A NEXT i
0175 END
There wasn't much wrong, just enough to keep the procedure from running.
Wayne
The Structure of I-Code
http://www.cocopedia.com/wiki/index.php/The_Structure_of_I-Code
On Mon, Sep 2, 2024 at 12:21 PM Tony Schountz via Coco <coco at maltedmedia.com>
wrote:
> Well, I just asked perplexity to write a BASIC09 bubble sort procedure and
> this is what it generated. Not perfect but easy enough to edit.
>
> Certainly! Bubble sort is a simple sorting algorithm that repeatedly steps
> through the list, compares adjacent elements, and swaps them if they are in
> the wrong order. Below is a BASIC09 procedure to implement the bubble sort
> algorithm:
> text
> PROCEDURE BubbleSort
> DIM array(10) : REM Define an array of 10 elements
> DIM i, j, temp
>
> REM Initialize the array with some values
> FOR i = 0 TO 9
> PRINT "Enter value for element "; i + 1; ": ";
> INPUT array(i)
> NEXT i
>
> REM Bubble sort algorithm
> FOR i = 0 TO 8
> FOR j = 0 TO 8 - i
> IF array(j) > array(j + 1) THEN
> temp = array(j)
> array(j) = array(j + 1)
> array(j + 1) = temp
> END IF
> NEXT j
> NEXT i
>
> REM Print the sorted array
> PRINT "Sorted array:"
> FOR i = 0 TO 9
> PRINT array(i)
> NEXT i
> END
>
> Explanation:
> Array Initialization: The procedure begins by defining an array with 10
> elements. The user is prompted to enter values for each element of the
> array.
> Bubble Sort Logic: The outer loop runs from 0 to 8, and the inner loop
> runs from 0 to 8 minus the current index of the outer loop. This ensures
> that after each pass, the next largest element is placed in its correct
> position.
> Swapping Elements: If the current element is greater than the next
> element, they are swapped using a temporary variable.
> Output: After sorting, the sorted array is printed.
> This procedure sorts the array in ascending order. You can modify it to
> sort in descending order by changing the comparison operator from > to <.
>
> Sent from my iPhone
>
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