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To solve the assignment problem, we need to find the optimal assignment of jobs to machines such that the total time taken is minimized. This is typically done using the Hungarian Algorithm, which is an efficient method for solving such problems. ### Step 1: Understand the Problem We have a cost matrix where each element represents the time taken by a machine to complete a job. The goal is to assign each job to a unique machine such that the total time is minimized. ### Step 2: Apply the Hungarian Algorithm The Hungarian Algorithm involves the following steps: 1. Subtract the minimum value of each row from all elements of that row. 2. Subtract the minimum value of each column from all elements of that column. 3. Cover all zeros in the matrix ______ _______ ____ ______ ____ ______ _____.
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