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Suppose we are given the following expression: (x + xy) + (x/y). Represent this expression as a binary tree.
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Not sure what to do for this problem.
I cant figure this problem out at all.
Is this supposed to be basically 'parsing' it? Well take it piece by piece, following order of operations. First, let's go left-to-right, considering the first expression bounded in parentheses, \(x+xy\). First, we'd have to multiply \(x\) and \(y\), and then we *add* this result with \(x\), yielding a expression tree that looks like:|dw:1371011789500:dw|
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