Question: Prove that the TRP problem is NP - Complete. You may assume the Subset Sum problem is NP - Complete. In Subset Sum, given a

Prove that the TRP problem is NP-Complete. You may assume the Subset Sum problem is NP-Complete. In Subset Sum, given a set \( S \) of positive integers and an integer value \( C \), the problem is to determine if there exists a subset of \( S \) with a sum exactly equal to \( C \).
Feel free to use figures in your proof.
Prove that the TRP problem is NP - Complete. You

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