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Can you explain the answer of this question below:
Choose the correct statement (S)
- A:Topological sort can be used to obtain an evaluation order of a depending graph.
- B:Evaluation order for a dependency graph dicates the order in which the semantic rules are done
- C:Code generation is independent of the order in which the semantic actions are performed
- D:Both A & B
The answer is b.
Most Upvoted Answer
Can you explain the answer of this question below:Choose the correct s...
Explanation:
Topological sort in dependency graph:
- Topological sort is a linear ordering of vertices in a directed acyclic graph (DAG) where for every directed edge u -> v, vertex u comes before vertex v in the ordering.
- It can be used to obtain an evaluation order of a dependency graph by ensuring that vertices are processed in the correct order based on dependencies.
Evaluation order for a dependency graph:
- Evaluation order for a dependency graph indicates the order in which the semantic rules are applied or semantic actions are performed.
- It is essential to maintain the correct evaluation order to ensure that dependencies are resolved properly and the desired output is achieved.
Code generation and order of semantic actions:
- Code generation is not independent of the order in which the semantic actions are performed.
- The order of semantic actions directly impacts the code generation process as it determines how the code is structured and executed.
Therefore, the correct statement is B: Evaluation order for a dependency graph indicates the order in which the semantic rules are done. This statement highlights the importance of maintaining the correct order of semantic actions for proper evaluation and code generation in a dependency graph scenario.
Topological sort in dependency graph:
- Topological sort is a linear ordering of vertices in a directed acyclic graph (DAG) where for every directed edge u -> v, vertex u comes before vertex v in the ordering.
- It can be used to obtain an evaluation order of a dependency graph by ensuring that vertices are processed in the correct order based on dependencies.
Evaluation order for a dependency graph:
- Evaluation order for a dependency graph indicates the order in which the semantic rules are applied or semantic actions are performed.
- It is essential to maintain the correct evaluation order to ensure that dependencies are resolved properly and the desired output is achieved.
Code generation and order of semantic actions:
- Code generation is not independent of the order in which the semantic actions are performed.
- The order of semantic actions directly impacts the code generation process as it determines how the code is structured and executed.
Therefore, the correct statement is B: Evaluation order for a dependency graph indicates the order in which the semantic rules are done. This statement highlights the importance of maintaining the correct order of semantic actions for proper evaluation and code generation in a dependency graph scenario.
Community Answer
Can you explain the answer of this question below:Choose the correct s...
D
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Can you explain the answer of this question below:Choose the correct statement (S)A:Topological sort can be used to obtain an evaluation order of a depending graph.B:Evaluation order for a dependencygraphdicates the order in which the semantic rules are doneC:Code generation is independent of the order in which the semantic actions are performedD:Both A & BThe answer is b.
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