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(Solved): Assume you are not asked to use alphabetic ordering, but are allowed to visit neighbors in any orde ...



Assume you are not asked to use alphabetic ordering, but are allowed to visit neighbors in any order. Under that scenario, is
Assume you are not asked to use alphabetic ordering, but are allowed to visit neighbors in any order. Under that scenario, is each of the traversals/orderings above unique? In other words, is the traversal/ordering the only possible correct answer? breadth-first starting at breadth-first starting at depth-first starting at depth-first starting at topological ordering


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Each of the traversals or orderings can have more than one valid response if you are not limited to using alphabetical order and are free to visit neighbours in any order.

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