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Answer :
In this case, the final sorted array would be: -99, -93, -87, -86, -78. The Bubble Sort algorithm is a simple sorting algorithm that repeatedly steps through the list, compares adjacent elements, and swaps them if they are in the wrong order.
In this case, we have the Grades array with the following values: -86, -93, -87, -99, -78.
During the first pass of the outer loop, the algorithm compares the first two elements: -86 and -93. Since -93 is smaller, the algorithm swaps these two elements, resulting in the array: -93, -86, -87, -99, -78.
During the second pass, the algorithm compares -93 and -87. As -93 is larger, no swapping occurs. The array remains the same: -93, -86, -87, -99, -78.
During the third pass, the algorithm compares -87 and -99. Again, no swapping occurs. The array remains: -93, -86, -87, -99, -78.
Finally, during the fourth pass, the algorithm compares -99 and -78. As -99 is larger, these elements are swapped. The array becomes: -93, -86, -87, -78, -99.
After each pass of the outer loop, the position of the largest element is correctly sorted. By repeating the inner and outer loops until no more swaps are needed, the entire array will be sorted in ascending order.
In this case, the final sorted array would be: -99, -93, -87, -86, -78.
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