Q1: Hypercube graph Q5. Can you generalize to Qn? Q2: The Petersen graph? Q3: Two opposite corners are removed from an 8-by-8 checkerboard. Prove that it is impossible to cover the remaining 65 squares with 31 dominoes, such that each domino covers two adjacent squares? Q4: Find all possible isomorphism types of the given kind of simple graph? Q5: Draw a forest having ten vertices, seven edges, and three components? Q6: Find all the cut-vertices and cut-edges in this graph below?
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