Sorting in place means that the sorting algorithm rearranges the elements of the input array or list without using any extra space (or using only a constant amount of extra space). The algorithm modifies the original array to store the sorted output[1].
Some key characteristics of in-place sorting algorithms:
They do not require additional memory proportional to the input size to store temporary data structures like arrays or linked lists[1].
They may use a small constant amount of extra space for temporary variables, pointers, etc.[1]
Examples of in-place sorting algorithms include Bubble Sort, Selection Sort, Insertion Sort, and Q...
