Question: Professor Dante reasons that because node ranks increase strictly along a simple path to the root, node levels must monotonically increase along the path. In

Professor Dante reasons that because node ranks increase strictly along a simple path to the root, node levels must monotonically increase along the path. In other words, if x.rank > 0 and x.p is not a root, then level(x) ≤ level (x. p). Is the professor correct?

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