Please don't copy from chegg or other webstite answer, do it by youself.

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Please write the pseudocode, DO NOT write any language code. I just need the algorithm.
2. A directed graph with n vertices is called YUCCA if there is a vertex with indegree 0 and outdegree n-1. For example, the following is a YUCCA because node A has indegree 0 and outdegree n- A Write an algorithm to test whether a graph represented as an adjacency matrix is a YUCCA. Your algorithm must examine only O (n) entries of the adjacency matrix. Justify the correctness and time complexity of your algorithm 2. A directed graph with n vertices is called YUCCA if there is a vertex with indegree 0 and outdegree n-1. For example, the following is a YUCCA because node A has indegree 0 and outdegree n- A Write an algorithm to test whether a graph represented as an adjacency matrix is a YUCCA. Your algorithm must examine only O (n) entries of the adjacency matrix. Justify the correctness and time complexity of your algorithm

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Please don't copy from chegg or other webstite answer, do it by youself.

If you want to take the handwriting picture, please write it clearly.

Please write the pseudocode, DO NOT write any language code. I just need the algorithm.

2. A directed graph with n vertices is called YUCCA if there is a vertex with indegree 0 and outdegree n-1. For example, the following is a YUCCA because node A has indegree 0 and outdegree n- A Write an algorithm to test whether a graph represented as an adjacency matrix is a YUCCA. Your algorithm must examine only O (n) entries of the adjacency matrix. Justify the correctness and time complexity of your algorithm 2. A directed graph with n vertices is called YUCCA if there is a vertex with indegree 0 and outdegree n-1. For example, the following is a YUCCA because node A has indegree 0 and outdegree n- A Write an algorithm to test whether a graph represented as an adjacency matrix is a YUCCA. Your algorithm must examine only O (n) entries of the adjacency matrix. Justify the correctness and time complexity of your algorithm

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Please don't copy from chegg or other webstite answer, do it by youself. If you want to take the handwriting picture, please write it clearly.

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