a) Explain how to use preorder, inorder, and postorder traversals to find the prefix, infix, and postfix

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a) Explain how to use preorder, inorder, and postorder traversals to find the prefix, infix, and postfix forms of an arithmetic expression.
b) Draw the ordered rooted tree that represents ((x − 3) + ((x/4) + (x − y) ↑ 3)).
c) Find the prefix and postfix forms of the expression in part (b).
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