In a polynomial-time reduction from the Hamiltonian Cycle problem to the Traveling Salesman Problem (TSP), what does the weight of an edge in the TSP instance typically represent as covered in lectures?

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Weight of 0 if the edge is not in the Hamiltonian Cycle, and weight of 1 if the edge is in a Hamiltonian cycle.

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The distance between the two cities represented by the edge.

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The cost of traversing that edge in the Hamiltonian Cycle.

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The number of cities connected by that edge.

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Weight of 1 if the edge is not in the Hamiltonian Cycle, and weight of 0 if the edge is in a Hamiltonian cycle.

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In a polynomial-time reduction from the Hamiltonian Cycle problem to the Traveli...

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