Bit Manipulation - Subsets Using BitmaskWhich of the following problems CANNOT be efficiently solved using subsets generated by bitmask enumeration?AFind the shortest path in a weighted graphBFind all combinations of characters in a stringCEnumerate all subsets of a small integer arrayDGenerate all subsets of a set of unique integersCheck Answer
Step-by-Step SolutionSolution:Step 1: Analyze problem typesGenerating subsets or combinations fits bitmask enumeration well; shortest path problems require graph algorithms.Step 2: Identify which problem is unsuitableShortest path in weighted graph is a graph traversal problem, not subset enumeration.Final Answer:Option A -> Option AQuick Check:Shortest path problems require BFS/Dijkstra, not bitmask subsets [OK]Quick Trick: Bitmask suits subset enumeration, not graph traversal [OK]Common Mistakes:MISTAKESAssuming all combinatorial problems fit bitmaskConfusing graph problems with subset enumerationTrap Explanation:PITFALLCandidates often think bitmask can solve all combinatorial problems, missing graph-specific algorithms.Interviewer Note:CONTEXTChecks candidate's ability to distinguish problem domains and anti-patterns.
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