Question: Given the linked representation of a pure list such as write an in-place reversal algorithm to reverse the sublists at all levels including the topmost

Given the linked representation of a pure list such as

(x1, (y1, y2, (21, 22), y4), (w, w2), 14), write an in-place reversal algorithm to reverse the sublists at all levels including the topmost level. For this example, the result would be a linked representation corresponding to

(x4, (W2, W), (y4, (z2, z1), y2, y1), ). $(x 4, (u 2, u 1), (y 4, (z 2, z 1), y 2, y 1), x 1)$

(x1, (y1, y2, (21, 22), y4), (w, w2), 14),

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To reverse a linked list and its sublists inplace you will need to have a method for reversing a single linked list and then apply it recursively for each sublist encountered Heres a stepbystep approa... View full answer

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