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‘/’. Postorder Traversal Produces Postfix: A H + M Y - /. Print last. tree. ‘-’. ‘+’. ‘A’. ‘H’. ‘M’. ‘Y’. Print left subtree first. Print right subtree second. ‘/’. Inorder Traversal Produces Infix: ( A + H) / (M - Y). Print second. tree. ‘-’. ‘+’. ‘A’. ‘H’. ‘M’.

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  1. ‘/’ Postorder Traversal Produces Postfix: A H + M Y - / Print last tree ‘-’ ‘+’ ‘A’ ‘H’ ‘M’ ‘Y’ Print left subtree first Print right subtree second

  2. ‘/’ Inorder Traversal Produces Infix: (A + H) / (M - Y) Print second tree ‘-’ ‘+’ ‘A’ ‘H’ ‘M’ ‘Y’ Print left subtree first Print right subtree last

  3. ‘/’ Preorder Traversal Produces Prefix: / + A H - M Y Print first tree ‘-’ ‘+’ ‘A’ ‘H’ ‘M’ ‘Y’ Print left subtree second Print right subtree last

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